käyräparvi

käyräparvi (nominative singular)
käyräparvet (nominative plural)
käyräparvi (accusative nominative singular)
käyräparvet (accusative nominative plural)
käyräparven (accusative genitive singular)
käyräparvet (accusative genitive plural)
käyräparven (genitive singular)
käyräparvien (genitive plural)
käyräparvea (partitive singular)
käyräparvia (partitive plural)
käyräparvessa (inessive singular)
käyräparvissa (inessive plural)
käyräparvesta (elative singular)
käyräparvista (elative plural)
käyräparveen (illative singular)
käyräparviin (illative plural)
käyräparvella (adessive singular)
käyräparvilla (adessive plural)
käyräparvelta (ablative singular)
käyräparvilta (ablative plural)
käyräparvelle (allative singular)
käyräparville (allative plural)
käyräparvena (essive singular)
käyräparvina (essive plural)
käyräparveksi (singular translative)
käyräparviksi (plural translative)
käyräparvetta (abessive singular)
käyräparvitta (abessive plural)
käyräparvin (instructive plural)
See the possessive forms below. (comitative)
käyräparveni (nominative singular)
käyräparveni (nominative plural)
käyräparveni (accusative nominative singular)
käyräparveni (accusative nominative plural)
käyräparveni (accusative genitive singular)
käyräparveni (accusative genitive plural)
käyräparveni (genitive singular)
käyräparvieni (genitive plural)
käyräparveani (partitive singular)
käyräparviani (partitive plural)
käyräparvessani (inessive singular)
käyräparvissani (inessive plural)
käyräparvestani (elative singular)
käyräparvistani (elative plural)
käyräparveeni (illative singular)
käyräparviini (illative plural)
käyräparvellani (adessive singular)
käyräparvillani (adessive plural)
käyräparveltani (ablative singular)
käyräparviltani (ablative plural)
käyräparvelleni (allative singular)
käyräparvilleni (allative plural)
käyräparvenani (essive singular)
käyräparvinani (essive plural)
käyräparvekseni (singular translative)
käyräparvikseni (plural translative)
käyräparvettani (abessive singular)
käyräparvittani (abessive plural)
käyräparvineni (comitative plural)
käyräparvesi (nominative singular)
käyräparvesi (nominative plural)
käyräparvesi (accusative nominative singular)
käyräparvesi (accusative nominative plural)
käyräparvesi (accusative genitive singular)
käyräparvesi (accusative genitive plural)
käyräparvesi (genitive singular)
käyräparviesi (genitive plural)
käyräparveasi (partitive singular)
käyräparviasi (partitive plural)
käyräparvessasi (inessive singular)
käyräparvissasi (inessive plural)
käyräparvestasi (elative singular)
käyräparvistasi (elative plural)
käyräparveesi (illative singular)
käyräparviisi (illative plural)
käyräparvellasi (adessive singular)
käyräparvillasi (adessive plural)
käyräparveltasi (ablative singular)
käyräparviltasi (ablative plural)
käyräparvellesi (allative singular)
käyräparvillesi (allative plural)
käyräparvenasi (essive singular)
käyräparvinasi (essive plural)
käyräparveksesi (singular translative)
käyräparviksesi (plural translative)
käyräparvettasi (abessive singular)
käyräparvittasi (abessive plural)
käyräparvinesi (comitative plural)
käyräparvemme (nominative singular)
käyräparvemme (nominative plural)
käyräparvemme (accusative nominative singular)
käyräparvemme (accusative nominative plural)
käyräparvemme (accusative genitive singular)
käyräparvemme (accusative genitive plural)
käyräparvemme (genitive singular)
käyräparviemme (genitive plural)
käyräparveamme (partitive singular)
käyräparviamme (partitive plural)
käyräparvessamme (inessive singular)
käyräparvissamme (inessive plural)
käyräparvestamme (elative singular)
käyräparvistamme (elative plural)
käyräparveemme (illative singular)
käyräparviimme (illative plural)
käyräparvellamme (adessive singular)
käyräparvillamme (adessive plural)
käyräparveltamme (ablative singular)
käyräparviltamme (ablative plural)
käyräparvellemme (allative singular)
käyräparvillemme (allative plural)
käyräparvenamme (essive singular)
käyräparvinamme (essive plural)
käyräparveksemme (singular translative)
käyräparviksemme (plural translative)
käyräparvettamme (abessive singular)
käyräparvittamme (abessive plural)
käyräparvinemme (comitative plural)
käyräparvenne (nominative singular)
käyräparvenne (nominative plural)
käyräparvenne (accusative nominative singular)
käyräparvenne (accusative nominative plural)
käyräparvenne (accusative genitive singular)
käyräparvenne (accusative genitive plural)
käyräparvenne (genitive singular)
käyräparvienne (genitive plural)
käyräparveanne (partitive singular)
käyräparvianne (partitive plural)
käyräparvessanne (inessive singular)
käyräparvissanne (inessive plural)
käyräparvestanne (elative singular)
käyräparvistanne (elative plural)
käyräparveenne (illative singular)
käyräparviinne (illative plural)
käyräparvellanne (adessive singular)
käyräparvillanne (adessive plural)
käyräparveltanne (ablative singular)
käyräparviltanne (ablative plural)
käyräparvellenne (allative singular)
käyräparvillenne (allative plural)
käyräparvenanne (essive singular)
käyräparvinanne (essive plural)
käyräparveksenne (singular translative)
käyräparviksenne (plural translative)
käyräparvettanne (abessive singular)
käyräparvittanne (abessive plural)
käyräparvinenne (comitative plural)
käyräparvensa (nominative singular)
käyräparvensa (nominative plural)
käyräparvensa (accusative nominative singular)
käyräparvensa (accusative nominative plural)
käyräparvensa (accusative genitive singular)
käyräparvensa (accusative genitive plural)
käyräparvensa (genitive singular)
käyräparviensa (genitive plural)
käyräparveaan (partitive singular)
käyräparveansa (partitive singular)
käyräparviaan (partitive plural)
käyräparviansa (partitive plural)
käyräparvessaan (inessive singular)
käyräparvessansa (inessive singular)
käyräparvissaan (inessive plural)
käyräparvissansa (inessive plural)
käyräparvestaan (elative singular)
käyräparvestansa (elative singular)
käyräparvistaan (elative plural)
käyräparvistansa (elative plural)
käyräparveensa (illative singular)
käyräparviinsa (illative plural)
käyräparvellaan (adessive singular)
käyräparvellansa (adessive singular)
käyräparvillaan (adessive plural)
käyräparvillansa (adessive plural)
käyräparveltaan (ablative singular)
käyräparveltansa (ablative singular)
käyräparviltaan (ablative plural)
käyräparviltansa (ablative plural)
käyräparvelleen (allative singular)
käyräparvellensa (allative singular)
käyräparvilleen (allative plural)
käyräparvillensa (allative plural)
käyräparvenaan (essive singular)
käyräparvenansa (essive singular)
käyräparvinaan (essive plural)
käyräparvinansa (essive plural)
käyräparvekseen (singular translative)
käyräparveksensa (singular translative)
käyräparvikseen (plural translative)
käyräparviksensa (plural translative)
käyräparvettaan (abessive singular)
käyräparvettansa (abessive singular)
käyräparvittaan (abessive plural)
käyräparvittansa (abessive plural)
käyräparvineen (comitative plural)
käyräparvinensa (comitative plural)

[ˈk̟æy̯ræˌpɑ̝rʋi]

käyrä (“curve”) + parvi (“flock, group”)


êtchèrre

From Old French esquarre (“square”), from Vulgar Latin *exquadra, deverbal of *exquadrō, exquadrāre, from Latin quadrus, quadra.


права

prava (romanization)
прави (plural)
права (indefinite singular)
прави (indefinite plural)
правата (definite singular unspecified)
правите (definite plural unspecified)
правава (definite proximal singular)
правиве (definite plural proximal)
правана (definite distal singular)
правине (definite distal plural)
право (singular vocative)
прави (plural vocative)


Sektor

de-noun

Sektor m (mixed, genitive Sektors, plural Sektoren)

Sektors (genitive)
Sektoren (plural)
Sektor (nominative singular)
Sektoren (definite nominative plural)
Sektors (genitive singular)
Sektoren (definite genitive plural)
Sektor (dative singular)
Sektoren (dative definite plural)
Sektor (accusative singular)
Sektoren (accusative definite plural)


jehlan

jehlan (nominative singular)
jehlany (nominative plural)
jehlanu (genitive singular)
jehlanů (genitive plural)
jehlanu (dative singular)
jehlanům (dative plural)
jehlan (accusative singular)
jehlany (accusative plural)
jehlane (singular vocative)
jehlany (plural vocative)
jehlanu (locative singular)
jehlaně (locative singular)
jehlanech (locative plural)
jehlanem (instrumental singular)
jehlany (instrumental plural)

pyramid (a solid with triangular lateral faces and a polygonal base)


chữ nhật

[t͡ɕɨ˦ˀ˥ ɲət̚˧˨ʔ]

[t͡ɕɨ˧˨ ɲək̚˨˩ʔ]

[cɨ˨˩˦ ɲək̚˨˩˨]

chữ + nhật; literally, “the character 日”.

hình chữ nhật

hộp chữ nhật


สี่เหลี่ยมผืนผ้า

th-noun

สี่เหลี่ยมผืนผ้า • (sìi-lìiam-pʉ̌ʉn-pâa) (classifier รูป)

sìi-lìiam-pʉ̌ʉn-pâa (romanization)
รูป (classifier)

/siː˨˩.lia̯m˨˩.pʰɯːn˩˩˦.pʰaː˥˩/

สี่เหลี่ยม (sìi-lìiam) + ผืน (pʉ̌ʉn) + ผ้า (pâa).

com

รูป รูป#Thai


สี่เหลี่ยมมุมฉาก

th-noun

สี่เหลี่ยมมุมฉาก • (sìi-lìiam-mum-chàak) (classifier รูป)

sìi-lìiam-mum-chàak (romanization)
รูป (classifier)

From สี่เหลี่ยม (sìi-lìiam) + มุมฉาก (mum-chàak).

com

รูป รูป#Thai


ketjukäyrä

ketjukäyrä (nominative singular)
ketjukäyrät (nominative plural)
ketjukäyrä (accusative nominative singular)
ketjukäyrät (accusative nominative plural)
ketjukäyrän (accusative genitive singular)
ketjukäyrät (accusative genitive plural)
ketjukäyrän (genitive singular)
ketjukäyrien (genitive plural)
ketjukäyräin (genitive plural rare)
ketjukäyrää (partitive singular)
ketjukäyriä (partitive plural)
ketjukäyrässä (inessive singular)
ketjukäyrissä (inessive plural)
ketjukäyrästä (elative singular)
ketjukäyristä (elative plural)
ketjukäyrään (illative singular)
ketjukäyriin (illative plural)
ketjukäyrällä (adessive singular)
ketjukäyrillä (adessive plural)
ketjukäyrältä (ablative singular)
ketjukäyriltä (ablative plural)
ketjukäyrälle (allative singular)
ketjukäyrille (allative plural)
ketjukäyränä (essive singular)
ketjukäyrinä (essive plural)
ketjukäyräksi (singular translative)
ketjukäyriksi (plural translative)
ketjukäyrättä (abessive singular)
ketjukäyrittä (abessive plural)
ketjukäyrin (instructive plural)
See the possessive forms below. (comitative)
ketjukäyräni (nominative singular)
ketjukäyräni (nominative plural)
ketjukäyräni (accusative nominative singular)
ketjukäyräni (accusative nominative plural)
ketjukäyräni (accusative genitive singular)
ketjukäyräni (accusative genitive plural)
ketjukäyräni (genitive singular)
ketjukäyrieni (genitive plural)
ketjukäyräini (genitive plural rare)
ketjukäyrääni (partitive singular)
ketjukäyriäni (partitive plural)
ketjukäyrässäni (inessive singular)
ketjukäyrissäni (inessive plural)
ketjukäyrästäni (elative singular)
ketjukäyristäni (elative plural)
ketjukäyrääni (illative singular)
ketjukäyriini (illative plural)
ketjukäyrälläni (adessive singular)
ketjukäyrilläni (adessive plural)
ketjukäyrältäni (ablative singular)
ketjukäyriltäni (ablative plural)
ketjukäyrälleni (allative singular)
ketjukäyrilleni (allative plural)
ketjukäyränäni (essive singular)
ketjukäyrinäni (essive plural)
ketjukäyräkseni (singular translative)
ketjukäyrikseni (plural translative)
ketjukäyrättäni (abessive singular)
ketjukäyrittäni (abessive plural)
ketjukäyrineni (comitative plural)
ketjukäyräsi (nominative singular)
ketjukäyräsi (nominative plural)
ketjukäyräsi (accusative nominative singular)
ketjukäyräsi (accusative nominative plural)
ketjukäyräsi (accusative genitive singular)
ketjukäyräsi (accusative genitive plural)
ketjukäyräsi (genitive singular)
ketjukäyriesi (genitive plural)
ketjukäyräisi (genitive plural rare)
ketjukäyrääsi (partitive singular)
ketjukäyriäsi (partitive plural)
ketjukäyrässäsi (inessive singular)
ketjukäyrissäsi (inessive plural)
ketjukäyrästäsi (elative singular)
ketjukäyristäsi (elative plural)
ketjukäyrääsi (illative singular)
ketjukäyriisi (illative plural)
ketjukäyrälläsi (adessive singular)
ketjukäyrilläsi (adessive plural)
ketjukäyrältäsi (ablative singular)
ketjukäyriltäsi (ablative plural)
ketjukäyrällesi (allative singular)
ketjukäyrillesi (allative plural)
ketjukäyränäsi (essive singular)
ketjukäyrinäsi (essive plural)
ketjukäyräksesi (singular translative)
ketjukäyriksesi (plural translative)
ketjukäyrättäsi (abessive singular)
ketjukäyrittäsi (abessive plural)
ketjukäyrinesi (comitative plural)
ketjukäyrämme (nominative singular)
ketjukäyrämme (nominative plural)
ketjukäyrämme (accusative nominative singular)
ketjukäyrämme (accusative nominative plural)
ketjukäyrämme (accusative genitive singular)
ketjukäyrämme (accusative genitive plural)
ketjukäyrämme (genitive singular)
ketjukäyriemme (genitive plural)
ketjukäyräimme (genitive plural rare)
ketjukäyräämme (partitive singular)
ketjukäyriämme (partitive plural)
ketjukäyrässämme (inessive singular)
ketjukäyrissämme (inessive plural)
ketjukäyrästämme (elative singular)
ketjukäyristämme (elative plural)
ketjukäyräämme (illative singular)
ketjukäyriimme (illative plural)
ketjukäyrällämme (adessive singular)
ketjukäyrillämme (adessive plural)
ketjukäyrältämme (ablative singular)
ketjukäyriltämme (ablative plural)
ketjukäyrällemme (allative singular)
ketjukäyrillemme (allative plural)
ketjukäyränämme (essive singular)
ketjukäyrinämme (essive plural)
ketjukäyräksemme (singular translative)
ketjukäyriksemme (plural translative)
ketjukäyrättämme (abessive singular)
ketjukäyrittämme (abessive plural)
ketjukäyrinemme (comitative plural)
ketjukäyränne (nominative singular)
ketjukäyränne (nominative plural)
ketjukäyränne (accusative nominative singular)
ketjukäyränne (accusative nominative plural)
ketjukäyränne (accusative genitive singular)
ketjukäyränne (accusative genitive plural)
ketjukäyränne (genitive singular)
ketjukäyrienne (genitive plural)
ketjukäyräinne (genitive plural rare)
ketjukäyräänne (partitive singular)
ketjukäyriänne (partitive plural)
ketjukäyrässänne (inessive singular)
ketjukäyrissänne (inessive plural)
ketjukäyrästänne (elative singular)
ketjukäyristänne (elative plural)
ketjukäyräänne (illative singular)
ketjukäyriinne (illative plural)
ketjukäyrällänne (adessive singular)
ketjukäyrillänne (adessive plural)
ketjukäyrältänne (ablative singular)
ketjukäyriltänne (ablative plural)
ketjukäyrällenne (allative singular)
ketjukäyrillenne (allative plural)
ketjukäyränänne (essive singular)
ketjukäyrinänne (essive plural)
ketjukäyräksenne (singular translative)
ketjukäyriksenne (plural translative)
ketjukäyrättänne (abessive singular)
ketjukäyrittänne (abessive plural)
ketjukäyrinenne (comitative plural)
ketjukäyränsä (nominative singular)
ketjukäyränsä (nominative plural)
ketjukäyränsä (accusative nominative singular)
ketjukäyränsä (accusative nominative plural)
ketjukäyränsä (accusative genitive singular)
ketjukäyränsä (accusative genitive plural)
ketjukäyränsä (genitive singular)
ketjukäyriensä (genitive plural)
ketjukäyräinsä (genitive plural rare)
ketjukäyräänsä (partitive singular)
ketjukäyriään (partitive plural)
ketjukäyriänsä (partitive plural)
ketjukäyrässään (inessive singular)
ketjukäyrässänsä (inessive singular)
ketjukäyrissään (inessive plural)
ketjukäyrissänsä (inessive plural)
ketjukäyrästään (elative singular)
ketjukäyrästänsä (elative singular)
ketjukäyristään (elative plural)
ketjukäyristänsä (elative plural)
ketjukäyräänsä (illative singular)
ketjukäyriinsä (illative plural)
ketjukäyrällään (adessive singular)
ketjukäyrällänsä (adessive singular)
ketjukäyrillään (adessive plural)
ketjukäyrillänsä (adessive plural)
ketjukäyrältään (ablative singular)
ketjukäyrältänsä (ablative singular)
ketjukäyriltään (ablative plural)
ketjukäyriltänsä (ablative plural)
ketjukäyrälleen (allative singular)
ketjukäyrällensä (allative singular)
ketjukäyrilleen (allative plural)
ketjukäyrillensä (allative plural)
ketjukäyränään (essive singular)
ketjukäyränänsä (essive singular)
ketjukäyrinään (essive plural)
ketjukäyrinänsä (essive plural)
ketjukäyräkseen (singular translative)
ketjukäyräksensä (singular translative)
ketjukäyrikseen (plural translative)
ketjukäyriksensä (plural translative)
ketjukäyrättään (abessive singular)
ketjukäyrättänsä (abessive singular)
ketjukäyrittään (abessive plural)
ketjukäyrittänsä (abessive plural)
ketjukäyrineen (comitative plural)
ketjukäyrinensä (comitative plural)


ketjuviiva

ketjuviiva (nominative singular)
ketjuviivat (nominative plural)
ketjuviiva (accusative nominative singular)
ketjuviivat (accusative nominative plural)
ketjuviivan (accusative genitive singular)
ketjuviivat (accusative genitive plural)
ketjuviivan (genitive singular)
ketjuviivojen (genitive plural)
ketjuviivain (genitive plural rare)
ketjuviivaa (partitive singular)
ketjuviivoja (partitive plural)
ketjuviivassa (inessive singular)
ketjuviivoissa (inessive plural)
ketjuviivasta (elative singular)
ketjuviivoista (elative plural)
ketjuviivaan (illative singular)
ketjuviivoihin (illative plural)
ketjuviivalla (adessive singular)
ketjuviivoilla (adessive plural)
ketjuviivalta (ablative singular)
ketjuviivoilta (ablative plural)
ketjuviivalle (allative singular)
ketjuviivoille (allative plural)
ketjuviivana (essive singular)
ketjuviivoina (essive plural)
ketjuviivaksi (singular translative)
ketjuviivoiksi (plural translative)
ketjuviivatta (abessive singular)
ketjuviivoitta (abessive plural)
ketjuviivoin (instructive plural)
See the possessive forms below. (comitative)
ketjuviivani (nominative singular)
ketjuviivani (nominative plural)
ketjuviivani (accusative nominative singular)
ketjuviivani (accusative nominative plural)
ketjuviivani (accusative genitive singular)
ketjuviivani (accusative genitive plural)
ketjuviivani (genitive singular)
ketjuviivojeni (genitive plural)
ketjuviivaini (genitive plural rare)
ketjuviivaani (partitive singular)
ketjuviivojani (partitive plural)
ketjuviivassani (inessive singular)
ketjuviivoissani (inessive plural)
ketjuviivastani (elative singular)
ketjuviivoistani (elative plural)
ketjuviivaani (illative singular)
ketjuviivoihini (illative plural)
ketjuviivallani (adessive singular)
ketjuviivoillani (adessive plural)
ketjuviivaltani (ablative singular)
ketjuviivoiltani (ablative plural)
ketjuviivalleni (allative singular)
ketjuviivoilleni (allative plural)
ketjuviivanani (essive singular)
ketjuviivoinani (essive plural)
ketjuviivakseni (singular translative)
ketjuviivoikseni (plural translative)
ketjuviivattani (abessive singular)
ketjuviivoittani (abessive plural)
ketjuviivoineni (comitative plural)
ketjuviivasi (nominative singular)
ketjuviivasi (nominative plural)
ketjuviivasi (accusative nominative singular)
ketjuviivasi (accusative nominative plural)
ketjuviivasi (accusative genitive singular)
ketjuviivasi (accusative genitive plural)
ketjuviivasi (genitive singular)
ketjuviivojesi (genitive plural)
ketjuviivaisi (genitive plural rare)
ketjuviivaasi (partitive singular)
ketjuviivojasi (partitive plural)
ketjuviivassasi (inessive singular)
ketjuviivoissasi (inessive plural)
ketjuviivastasi (elative singular)
ketjuviivoistasi (elative plural)
ketjuviivaasi (illative singular)
ketjuviivoihisi (illative plural)
ketjuviivallasi (adessive singular)
ketjuviivoillasi (adessive plural)
ketjuviivaltasi (ablative singular)
ketjuviivoiltasi (ablative plural)
ketjuviivallesi (allative singular)
ketjuviivoillesi (allative plural)
ketjuviivanasi (essive singular)
ketjuviivoinasi (essive plural)
ketjuviivaksesi (singular translative)
ketjuviivoiksesi (plural translative)
ketjuviivattasi (abessive singular)
ketjuviivoittasi (abessive plural)
ketjuviivoinesi (comitative plural)
ketjuviivamme (nominative singular)
ketjuviivamme (nominative plural)
ketjuviivamme (accusative nominative singular)
ketjuviivamme (accusative nominative plural)
ketjuviivamme (accusative genitive singular)
ketjuviivamme (accusative genitive plural)
ketjuviivamme (genitive singular)
ketjuviivojemme (genitive plural)
ketjuviivaimme (genitive plural rare)
ketjuviivaamme (partitive singular)
ketjuviivojamme (partitive plural)
ketjuviivassamme (inessive singular)
ketjuviivoissamme (inessive plural)
ketjuviivastamme (elative singular)
ketjuviivoistamme (elative plural)
ketjuviivaamme (illative singular)
ketjuviivoihimme (illative plural)
ketjuviivallamme (adessive singular)
ketjuviivoillamme (adessive plural)
ketjuviivaltamme (ablative singular)
ketjuviivoiltamme (ablative plural)
ketjuviivallemme (allative singular)
ketjuviivoillemme (allative plural)
ketjuviivanamme (essive singular)
ketjuviivoinamme (essive plural)
ketjuviivaksemme (singular translative)
ketjuviivoiksemme (plural translative)
ketjuviivattamme (abessive singular)
ketjuviivoittamme (abessive plural)
ketjuviivoinemme (comitative plural)
ketjuviivanne (nominative singular)
ketjuviivanne (nominative plural)
ketjuviivanne (accusative nominative singular)
ketjuviivanne (accusative nominative plural)
ketjuviivanne (accusative genitive singular)
ketjuviivanne (accusative genitive plural)
ketjuviivanne (genitive singular)
ketjuviivojenne (genitive plural)
ketjuviivainne (genitive plural rare)
ketjuviivaanne (partitive singular)
ketjuviivojanne (partitive plural)
ketjuviivassanne (inessive singular)
ketjuviivoissanne (inessive plural)
ketjuviivastanne (elative singular)
ketjuviivoistanne (elative plural)
ketjuviivaanne (illative singular)
ketjuviivoihinne (illative plural)
ketjuviivallanne (adessive singular)
ketjuviivoillanne (adessive plural)
ketjuviivaltanne (ablative singular)
ketjuviivoiltanne (ablative plural)
ketjuviivallenne (allative singular)
ketjuviivoillenne (allative plural)
ketjuviivananne (essive singular)
ketjuviivoinanne (essive plural)
ketjuviivaksenne (singular translative)
ketjuviivoiksenne (plural translative)
ketjuviivattanne (abessive singular)
ketjuviivoittanne (abessive plural)
ketjuviivoinenne (comitative plural)
ketjuviivansa (nominative singular)
ketjuviivansa (nominative plural)
ketjuviivansa (accusative nominative singular)
ketjuviivansa (accusative nominative plural)
ketjuviivansa (accusative genitive singular)
ketjuviivansa (accusative genitive plural)
ketjuviivansa (genitive singular)
ketjuviivojensa (genitive plural)
ketjuviivainsa (genitive plural rare)
ketjuviivaansa (partitive singular)
ketjuviivojaan (partitive plural)
ketjuviivojansa (partitive plural)
ketjuviivassaan (inessive singular)
ketjuviivassansa (inessive singular)
ketjuviivoissaan (inessive plural)
ketjuviivoissansa (inessive plural)
ketjuviivastaan (elative singular)
ketjuviivastansa (elative singular)
ketjuviivoistaan (elative plural)
ketjuviivoistansa (elative plural)
ketjuviivaansa (illative singular)
ketjuviivoihinsa (illative plural)
ketjuviivallaan (adessive singular)
ketjuviivallansa (adessive singular)
ketjuviivoillaan (adessive plural)
ketjuviivoillansa (adessive plural)
ketjuviivaltaan (ablative singular)
ketjuviivaltansa (ablative singular)
ketjuviivoiltaan (ablative plural)
ketjuviivoiltansa (ablative plural)
ketjuviivalleen (allative singular)
ketjuviivallensa (allative singular)
ketjuviivoilleen (allative plural)
ketjuviivoillensa (allative plural)
ketjuviivanaan (essive singular)
ketjuviivanansa (essive singular)
ketjuviivoinaan (essive plural)
ketjuviivoinansa (essive plural)
ketjuviivakseen (singular translative)
ketjuviivaksensa (singular translative)
ketjuviivoikseen (plural translative)
ketjuviivoiksensa (plural translative)
ketjuviivattaan (abessive singular)
ketjuviivattansa (abessive singular)
ketjuviivoittaan (abessive plural)
ketjuviivoittansa (abessive plural)
ketjuviivoineen (comitative plural)
ketjuviivoinensa (comitative plural)

[ˈk̟e̞t̪juˌʋiːʋɑ̝]


köysiviiva

köysiviiva (nominative singular)
köysiviivat (nominative plural)
köysiviiva (accusative nominative singular)
köysiviivat (accusative nominative plural)
köysiviivan (accusative genitive singular)
köysiviivat (accusative genitive plural)
köysiviivan (genitive singular)
köysiviivojen (genitive plural)
köysiviivain (genitive plural rare)
köysiviivaa (partitive singular)
köysiviivoja (partitive plural)
köysiviivassa (inessive singular)
köysiviivoissa (inessive plural)
köysiviivasta (elative singular)
köysiviivoista (elative plural)
köysiviivaan (illative singular)
köysiviivoihin (illative plural)
köysiviivalla (adessive singular)
köysiviivoilla (adessive plural)
köysiviivalta (ablative singular)
köysiviivoilta (ablative plural)
köysiviivalle (allative singular)
köysiviivoille (allative plural)
köysiviivana (essive singular)
köysiviivoina (essive plural)
köysiviivaksi (singular translative)
köysiviivoiksi (plural translative)
köysiviivatta (abessive singular)
köysiviivoitta (abessive plural)
köysiviivoin (instructive plural)
See the possessive forms below. (comitative)
köysiviivani (nominative singular)
köysiviivani (nominative plural)
köysiviivani (accusative nominative singular)
köysiviivani (accusative nominative plural)
köysiviivani (accusative genitive singular)
köysiviivani (accusative genitive plural)
köysiviivani (genitive singular)
köysiviivojeni (genitive plural)
köysiviivaini (genitive plural rare)
köysiviivaani (partitive singular)
köysiviivojani (partitive plural)
köysiviivassani (inessive singular)
köysiviivoissani (inessive plural)
köysiviivastani (elative singular)
köysiviivoistani (elative plural)
köysiviivaani (illative singular)
köysiviivoihini (illative plural)
köysiviivallani (adessive singular)
köysiviivoillani (adessive plural)
köysiviivaltani (ablative singular)
köysiviivoiltani (ablative plural)
köysiviivalleni (allative singular)
köysiviivoilleni (allative plural)
köysiviivanani (essive singular)
köysiviivoinani (essive plural)
köysiviivakseni (singular translative)
köysiviivoikseni (plural translative)
köysiviivattani (abessive singular)
köysiviivoittani (abessive plural)
köysiviivoineni (comitative plural)
köysiviivasi (nominative singular)
köysiviivasi (nominative plural)
köysiviivasi (accusative nominative singular)
köysiviivasi (accusative nominative plural)
köysiviivasi (accusative genitive singular)
köysiviivasi (accusative genitive plural)
köysiviivasi (genitive singular)
köysiviivojesi (genitive plural)
köysiviivaisi (genitive plural rare)
köysiviivaasi (partitive singular)
köysiviivojasi (partitive plural)
köysiviivassasi (inessive singular)
köysiviivoissasi (inessive plural)
köysiviivastasi (elative singular)
köysiviivoistasi (elative plural)
köysiviivaasi (illative singular)
köysiviivoihisi (illative plural)
köysiviivallasi (adessive singular)
köysiviivoillasi (adessive plural)
köysiviivaltasi (ablative singular)
köysiviivoiltasi (ablative plural)
köysiviivallesi (allative singular)
köysiviivoillesi (allative plural)
köysiviivanasi (essive singular)
köysiviivoinasi (essive plural)
köysiviivaksesi (singular translative)
köysiviivoiksesi (plural translative)
köysiviivattasi (abessive singular)
köysiviivoittasi (abessive plural)
köysiviivoinesi (comitative plural)
köysiviivamme (nominative singular)
köysiviivamme (nominative plural)
köysiviivamme (accusative nominative singular)
köysiviivamme (accusative nominative plural)
köysiviivamme (accusative genitive singular)
köysiviivamme (accusative genitive plural)
köysiviivamme (genitive singular)
köysiviivojemme (genitive plural)
köysiviivaimme (genitive plural rare)
köysiviivaamme (partitive singular)
köysiviivojamme (partitive plural)
köysiviivassamme (inessive singular)
köysiviivoissamme (inessive plural)
köysiviivastamme (elative singular)
köysiviivoistamme (elative plural)
köysiviivaamme (illative singular)
köysiviivoihimme (illative plural)
köysiviivallamme (adessive singular)
köysiviivoillamme (adessive plural)
köysiviivaltamme (ablative singular)
köysiviivoiltamme (ablative plural)
köysiviivallemme (allative singular)
köysiviivoillemme (allative plural)
köysiviivanamme (essive singular)
köysiviivoinamme (essive plural)
köysiviivaksemme (singular translative)
köysiviivoiksemme (plural translative)
köysiviivattamme (abessive singular)
köysiviivoittamme (abessive plural)
köysiviivoinemme (comitative plural)
köysiviivanne (nominative singular)
köysiviivanne (nominative plural)
köysiviivanne (accusative nominative singular)
köysiviivanne (accusative nominative plural)
köysiviivanne (accusative genitive singular)
köysiviivanne (accusative genitive plural)
köysiviivanne (genitive singular)
köysiviivojenne (genitive plural)
köysiviivainne (genitive plural rare)
köysiviivaanne (partitive singular)
köysiviivojanne (partitive plural)
köysiviivassanne (inessive singular)
köysiviivoissanne (inessive plural)
köysiviivastanne (elative singular)
köysiviivoistanne (elative plural)
köysiviivaanne (illative singular)
köysiviivoihinne (illative plural)
köysiviivallanne (adessive singular)
köysiviivoillanne (adessive plural)
köysiviivaltanne (ablative singular)
köysiviivoiltanne (ablative plural)
köysiviivallenne (allative singular)
köysiviivoillenne (allative plural)
köysiviivananne (essive singular)
köysiviivoinanne (essive plural)
köysiviivaksenne (singular translative)
köysiviivoiksenne (plural translative)
köysiviivattanne (abessive singular)
köysiviivoittanne (abessive plural)
köysiviivoinenne (comitative plural)
köysiviivansa (nominative singular)
köysiviivansa (nominative plural)
köysiviivansa (accusative nominative singular)
köysiviivansa (accusative nominative plural)
köysiviivansa (accusative genitive singular)
köysiviivansa (accusative genitive plural)
köysiviivansa (genitive singular)
köysiviivojensa (genitive plural)
köysiviivainsa (genitive plural rare)
köysiviivaansa (partitive singular)
köysiviivojaan (partitive plural)
köysiviivojansa (partitive plural)
köysiviivassaan (inessive singular)
köysiviivassansa (inessive singular)
köysiviivoissaan (inessive plural)
köysiviivoissansa (inessive plural)
köysiviivastaan (elative singular)
köysiviivastansa (elative singular)
köysiviivoistaan (elative plural)
köysiviivoistansa (elative plural)
köysiviivaansa (illative singular)
köysiviivoihinsa (illative plural)
köysiviivallaan (adessive singular)
köysiviivallansa (adessive singular)
köysiviivoillaan (adessive plural)
köysiviivoillansa (adessive plural)
köysiviivaltaan (ablative singular)
köysiviivaltansa (ablative singular)
köysiviivoiltaan (ablative plural)
köysiviivoiltansa (ablative plural)
köysiviivalleen (allative singular)
köysiviivallensa (allative singular)
köysiviivoilleen (allative plural)
köysiviivoillensa (allative plural)
köysiviivanaan (essive singular)
köysiviivanansa (essive singular)
köysiviivoinaan (essive plural)
köysiviivoinansa (essive plural)
köysiviivakseen (singular translative)
köysiviivaksensa (singular translative)
köysiviivoikseen (plural translative)
köysiviivoiksensa (plural translative)
köysiviivattaan (abessive singular)
köysiviivattansa (abessive singular)
köysiviivoittaan (abessive plural)
köysiviivoittansa (abessive plural)
köysiviivoineen (comitative plural)
köysiviivoinensa (comitative plural)

/ˈkøy̯siˌʋiːʋɑ/

[ˈk̟ø̞y̯s̠iˌʋiːʋɑ̝]


katenaari

katenaari (nominative singular)
katenaarit (nominative plural)
katenaari (accusative nominative singular)
katenaarit (accusative nominative plural)
katenaarin (accusative genitive singular)
katenaarit (accusative genitive plural)
katenaarin (genitive singular)
katenaarien (genitive plural)
katenaaria (partitive singular)
katenaareja (partitive plural)
katenaarissa (inessive singular)
katenaareissa (inessive plural)
katenaarista (elative singular)
katenaareista (elative plural)
katenaariin (illative singular)
katenaareihin (illative plural)
katenaarilla (adessive singular)
katenaareilla (adessive plural)
katenaarilta (ablative singular)
katenaareilta (ablative plural)
katenaarille (allative singular)
katenaareille (allative plural)
katenaarina (essive singular)
katenaareina (essive plural)
katenaariksi (singular translative)
katenaareiksi (plural translative)
katenaaritta (abessive singular)
katenaareitta (abessive plural)
katenaarein (instructive plural)
See the possessive forms below. (comitative)
katenaarini (nominative singular)
katenaarini (nominative plural)
katenaarini (accusative nominative singular)
katenaarini (accusative nominative plural)
katenaarini (accusative genitive singular)
katenaarini (accusative genitive plural)
katenaarini (genitive singular)
katenaarieni (genitive plural)
katenaariani (partitive singular)
katenaarejani (partitive plural)
katenaarissani (inessive singular)
katenaareissani (inessive plural)
katenaaristani (elative singular)
katenaareistani (elative plural)
katenaariini (illative singular)
katenaareihini (illative plural)
katenaarillani (adessive singular)
katenaareillani (adessive plural)
katenaariltani (ablative singular)
katenaareiltani (ablative plural)
katenaarilleni (allative singular)
katenaareilleni (allative plural)
katenaarinani (essive singular)
katenaareinani (essive plural)
katenaarikseni (singular translative)
katenaareikseni (plural translative)
katenaarittani (abessive singular)
katenaareittani (abessive plural)
katenaareineni (comitative plural)
katenaarisi (nominative singular)
katenaarisi (nominative plural)
katenaarisi (accusative nominative singular)
katenaarisi (accusative nominative plural)
katenaarisi (accusative genitive singular)
katenaarisi (accusative genitive plural)
katenaarisi (genitive singular)
katenaariesi (genitive plural)
katenaariasi (partitive singular)
katenaarejasi (partitive plural)
katenaarissasi (inessive singular)
katenaareissasi (inessive plural)
katenaaristasi (elative singular)
katenaareistasi (elative plural)
katenaariisi (illative singular)
katenaareihisi (illative plural)
katenaarillasi (adessive singular)
katenaareillasi (adessive plural)
katenaariltasi (ablative singular)
katenaareiltasi (ablative plural)
katenaarillesi (allative singular)
katenaareillesi (allative plural)
katenaarinasi (essive singular)
katenaareinasi (essive plural)
katenaariksesi (singular translative)
katenaareiksesi (plural translative)
katenaarittasi (abessive singular)
katenaareittasi (abessive plural)
katenaareinesi (comitative plural)
katenaarimme (nominative singular)
katenaarimme (nominative plural)
katenaarimme (accusative nominative singular)
katenaarimme (accusative nominative plural)
katenaarimme (accusative genitive singular)
katenaarimme (accusative genitive plural)
katenaarimme (genitive singular)
katenaariemme (genitive plural)
katenaariamme (partitive singular)
katenaarejamme (partitive plural)
katenaarissamme (inessive singular)
katenaareissamme (inessive plural)
katenaaristamme (elative singular)
katenaareistamme (elative plural)
katenaariimme (illative singular)
katenaareihimme (illative plural)
katenaarillamme (adessive singular)
katenaareillamme (adessive plural)
katenaariltamme (ablative singular)
katenaareiltamme (ablative plural)
katenaarillemme (allative singular)
katenaareillemme (allative plural)
katenaarinamme (essive singular)
katenaareinamme (essive plural)
katenaariksemme (singular translative)
katenaareiksemme (plural translative)
katenaarittamme (abessive singular)
katenaareittamme (abessive plural)
katenaareinemme (comitative plural)
katenaarinne (nominative singular)
katenaarinne (nominative plural)
katenaarinne (accusative nominative singular)
katenaarinne (accusative nominative plural)
katenaarinne (accusative genitive singular)
katenaarinne (accusative genitive plural)
katenaarinne (genitive singular)
katenaarienne (genitive plural)
katenaarianne (partitive singular)
katenaarejanne (partitive plural)
katenaarissanne (inessive singular)
katenaareissanne (inessive plural)
katenaaristanne (elative singular)
katenaareistanne (elative plural)
katenaariinne (illative singular)
katenaareihinne (illative plural)
katenaarillanne (adessive singular)
katenaareillanne (adessive plural)
katenaariltanne (ablative singular)
katenaareiltanne (ablative plural)
katenaarillenne (allative singular)
katenaareillenne (allative plural)
katenaarinanne (essive singular)
katenaareinanne (essive plural)
katenaariksenne (singular translative)
katenaareiksenne (plural translative)
katenaarittanne (abessive singular)
katenaareittanne (abessive plural)
katenaareinenne (comitative plural)
katenaarinsa (nominative singular)
katenaarinsa (nominative plural)
katenaarinsa (accusative nominative singular)
katenaarinsa (accusative nominative plural)
katenaarinsa (accusative genitive singular)
katenaarinsa (accusative genitive plural)
katenaarinsa (genitive singular)
katenaariensa (genitive plural)
katenaariaan (partitive singular)
katenaariansa (partitive singular)
katenaarejaan (partitive plural)
katenaarejansa (partitive plural)
katenaarissaan (inessive singular)
katenaarissansa (inessive singular)
katenaareissaan (inessive plural)
katenaareissansa (inessive plural)
katenaaristaan (elative singular)
katenaaristansa (elative singular)
katenaareistaan (elative plural)
katenaareistansa (elative plural)
katenaariinsa (illative singular)
katenaareihinsa (illative plural)
katenaarillaan (adessive singular)
katenaarillansa (adessive singular)
katenaareillaan (adessive plural)
katenaareillansa (adessive plural)
katenaariltaan (ablative singular)
katenaariltansa (ablative singular)
katenaareiltaan (ablative plural)
katenaareiltansa (ablative plural)
katenaarilleen (allative singular)
katenaarillensa (allative singular)
katenaareilleen (allative plural)
katenaareillensa (allative plural)
katenaarinaan (essive singular)
katenaarinansa (essive singular)
katenaareinaan (essive plural)
katenaareinansa (essive plural)
katenaarikseen (singular translative)
katenaariksensa (singular translative)
katenaareikseen (plural translative)
katenaareiksensa (plural translative)
katenaarittaan (abessive singular)
katenaarittansa (abessive singular)
katenaareittaan (abessive plural)
katenaareittansa (abessive plural)
katenaareineen (comitative plural)
katenaareinensa (comitative plural)

[ˈkɑ̝t̪e̞ˌnɑ̝ːri]

From Late Latin catenaria (“catenary”), from Latin catēna (“chain”).


Lemniskate

de-noun

Lemniskate f (genitive Lemniskate, plural Lemniskaten)

Lemniskate (genitive)
Lemniskaten (plural)
Lemniskate (nominative singular)
Lemniskaten (definite nominative plural)
Lemniskate (genitive singular)
Lemniskaten (definite genitive plural)
Lemniskate (dative singular)
Lemniskaten (dative definite plural)
Lemniskate (accusative singular)
Lemniskaten (accusative definite plural)


pedal curve

(geometry) For a plane curve C and a given fixed point P, the locus of points X such that PX is perpendicular to a tangent to the curve passing through X.


In every vertex of the 5-cell, 8-cell and 120-cell there are 4 concurring edges; in every vertex of the 24-cell, 8 edges.

1896, American Journal of Mathematics, page 181:

1988, Unnamed translator, L. A. Sidorov, Confuguration, article in Michiel Hazewinkel (editor) Encyclopaedia of Mathematics: An updated and annotated translation of the Soviet ‘Mathematical Encyclopaedia’, Volume 2: C, page 309,
For example, a 5-cell is bounded by five three-dimensional tetrahedra, an 8-cell by eight cubes, etc., the 5-cell and the 24-cell being duals of each other (the points correspond to spaces and lines to planes).

If we call a regular polytope with m facets an m-cell, then in E⁴ we have the 5-cell with tetrahedral facets (the simplex), the 8-cell with cubic facets (the hypercube), the 16-cell with tetrahedral facets (the regular cross-polytope), the 24-cell with octahedral facets, the 120-cell with dodecahedral facets, and the 600-cell with tetrahedral facets.

2007, Steven R. Lay, Convex Sets and Their Applications, page 230:

Later in the same document, President Hall listed all of the university's four-dimensional models: four Brill models—the 5-cell, 8-cell, 16-cell, and 24-cell—along with seven spun glass models by T. P. Hall that "illustrated rotations."

2008, Tony Robbin, Shadows of Reality: The Fourth Dimension in Relativity, Cubism, and Modern Thought, page 16:

(geometry) A four-dimensional polytope, analogous to a tetrahedron, whose five bounding facets are tetrahedra.

kvinĉelo

four-dimensional polytope analogous to a tetrahedron

4-dimensional polytope analogous to a tetrahedron


hexadecachoron

en-noun

hexadecachoron (plural hexadecachorons or hexadecachora)

hexadecachorons (plural)
hexadecachora (plural)

LL-Q1860 (eng)-Flame, not lame-hexadecachoron.wav

From hexadeca- (“sixteen”) + -choron (“room”), from Ancient Greek ἕξ (héx, “six”), δέκα (déka, “ten”) and χῶρος (khôros, “room”).

confix

In a world with four spatial dimensions, for example, we can construct only six regular solids, viz pentatope, tesseract, hexadecachoron, icositetrachoron, hecatonicosachoron and hexacosichoron.

2005, V H Satheesh Kumar, P K Suresh, Are We Living in a Higher Dimensional Universe?, page 3:

We have chosen the surfaces of a pentatope (5-cell) as well as a hexadecachoron (16-cell), which are simple standard triangulations of a 3-sphere, shown in figure (7), as our underlying lattices.

2009, P. Khavari, C. C. Dyer, Aspects of Causality in Parallelisable Implicit Evolution Scheme, page 7:

In four dimensions, surprisingly, there are three space-filling convex regular polychora: the tesseract (the hypercube in ℝ⁴), the hexadecachoron, and the icositetrachoron.

2011, Jin Akiyama, Ikuro Sato, The element number of the convex regular polytopes, page 271:

(mathematics) A four-dimensional object analogous to an octahedron, constructed out of sixteen tetrahedra.


The remaining 8, as before, are the vertices of the complementary 16-cell (see Figure 9). In Figure 7, these 8 points have been blackened, but not joined, because the 16-cell has longer edges; diameters of octahedral facets of the 24-cell.

1995, Harold Scott Macdonald Coxeter, “Paper Three: Two Aspects Of The Regular 24-Cell In Four Dimensions”, in F. Arthur Sherk, editor, Kaleidoscopes: Selected Writings of H.S.M. Coxeter, page 32:

This polytope has 16 tetrahedral cells, and for this reason it is called the 16-cell.[…]The 16-cell has 24 edges that are the diagonals of the 24 square faces of the hypercube. (Since we are selecting alternate vertices of the hypercube, we only get one diagonal for each square face.)

2002, Gabor Toth, Glimpses of Algebra and Geometry, 2nd edition, page 385:

We will now consider the dual 16-cell. In some ways the 16-cell is a bit easier because it has fewer vertices and edges. But on the other hand the hypercube is perhaps easier to understand intuitively because we can readily (perhaps) see the various cubes of which it is composed.

2012, John Barnes, Gems of Geometry, 2nd edition, page 76:

(geometry) A four-dimensional polytope, analogous to an octahedron, whose sixteen bounding facets are tetrahedra.

4-dimensional polytope analogous to an octahedron


octachoron

en-noun

octachoron (plural octachorons or octachora)

LL-Q1860 (eng)-Flame, not lame-octachoron.wav

From octa- (“eight”) + -choron (“room”), from Ancient Greek ὀκτά- (oktá-, “eight”) and χῶρος (khôros, “room”).

Our 16-point 4D constellation is described by the set {(±1,±1,±1,±1)}, which is indeed the set of vertices of a tesseract (i.e., a regular octachoron) [4].

2012, Yequn Zhang, Murat Arabaci, Ivan B. Djordjevic, Rate-Adaptive Four-Dimensional Nonbinary LDPC-Coded Modulation for Long-Haul Optical Transport Networks, page 3:

The Schlegel diagram from this figure is a projection of a regular octachoron from the 4-D space to the 3-D space through a point beyond one of its facets.

2013, Milorad Cvijetic, Ivan B. Djordjevic, Advanced Optical Communication Systems and Networks, page 357:

...completing the notation for the vertices of an elementary lattice octachoron.

2013, Paul Jennings, Frank Nijhoff, On an elliptic extension of the Kadomtsev-Petviashvili equation, page 4:

(mathematics) A four-dimensional object analogous to a cube, constructed out of eight cubes.


According to this table the tetrahedron corresponds to the 5-cell, the cube to the 8-cell ("hypercube"), the octahedron to the 16-cell, the dodecahedron to the 120-cell and the icosahedron to the 600-cell. The 24-cell is an additional body in four-dimensional space which is dual to itself.

1988, Klaus Mainzer, Symmetries of Nature: A Handbook for Philosophy of Nature and Science, published 1996, page 159:

Similarly in dimension eight there is the quaternionic projective plane which we can think of as a 4-sphere with an 8-cell attached, and in dimension sixteen there is a Cayley projective plane which has similar properties.

1996, John Milnor, “Growing Up in the Old Fine Hall”, in Hugo Rossi, editor, Prospects in Mathematics: Invited Talks on the Occasion of the 250th Anniversary of Princeton University, page 6:

Of these nine, five are finite structures in Euclidean space and include the simplex, {3,3,3} (or 5-cell), the four-dimensional cube {4,3,3} (or 8-cell) and its dual {3,3,4} (or 16-cell), and the 120-cell {5,3,3} and its dual {3,3,5} (or 600-cell).

1997, J. François Gabriel, editor, Beyond the Cube: The Architecture of Space Frames and Polyhedra, page 412:

(geometry) A four-dimensional polytope, analogous to a cube, whose eight bounding facets are cubes; a tesseract.

4-dimensional polytope analogous to a cube


icositetrachoron

icositetrachoron (plural icositetrachorons or icositetrachora)

icositetrachorons (plural)
icositetrachora (plural)

LL-Q1860 (eng)-Flame, not lame-icositetrachoron.wav

From icosi- (“twenty”) + tetra- (“four”) + -choron (“room”), from Ancient Greek εἴκοσι (eíkosi, “twenty”) τέτταρες (téttares, “four”) and χῶρος (khôros, “room”).

There are six convex regular 4-polytopes; five of these are the higher dimensional analogs of the Platonic solids, and one additional figure, the icositetrachoron, has no three-dimensional equivalent.

2011, Jin Akiyama, Ikuro Sato, The element number of the convex regular polytopes, page 270:

The icositetrachoron (hyperdiamond, octaplex or 24-cell) is the most unique polychoron, because it has no direct analog in any other dimension.

2012, Andrzej Katunin, Fractals based on regular convex polytopes, page 56:

Shape of Nature comes from a unique, optimally symmetric geometric object: the sixth platonic element, the icositetrachoron (or 24-cell regular polytope), crystallized as a hyperdiamond network, mathematically and physically made of loops and connections.

2012, Raymond Aschheim, Spin foam with topologically encoded tetrad on trivalent spin networks:

(mathematics) A four-dimensional object with no regular three-dimensional analogue, constructed out of twenty-four octahedra.


The octagonal projection of the regular 24-cell {3,4,3} reveals that the 24 vertices of this 4-dimensional polytope can be distributed as 16 + 8: the 16 vertices of the 4-cube γ₄ = {4,3,3} and the 8 vertices of its dual, the 16-cell β₄ = {3,3,4}. This view of the 24-cell is less well-known than the dodecagonal projection, in which the β₄ appears as two squares of different sizes joined by 8 equilateral triangles.

1995, Harold Scott Macdonald Coxeter, “Paper Three: Two Aspects of the Regular 24-Cell in Four Dimensions”, in F. Arthur Sherk, Peter McMullen, Anthony C. Thompson, Asia Iviċ Weiss, editors, Kaleidoscopes: Selected Writings of H.S.M. Coxeter, page 25:

2002, T. Robbin, Formian for art and mathematics, G. A. R. Parke, P. Disney (editors), Space Structures 5, Proceedings of the 5th International Conference on Space Structures, Volume 1, page 445,
One more example of a four dimensional tessellation is given using the 24-cell, see Fig 2.

The regular polytope with Schläfli symbol {3,4,3}, the so-called 24-cell, can be obtained from the 16-cell as follows. The vertices of the 24-cell are the midpoints of the 24 edges of the 16-cell.

(geometry) A four-dimensional polytope whose twenty-four bounding facets are octahedra and which has no three-dimensional analogue.

hyper-diamond

4-dimensional polytope with 24 octahedral facets


hecatonicosachoron

hecatonicosachoron (plural hecatonicosachorons or hecatonicosachora)

hecatonicosachorons (plural)
hecatonicosachora (plural)

LL-Q1860 (eng)-Flame, not lame-hecatonicosachoron.wav

From hecaton- (“one hundred”) + icosa- (“twenty”) + -choron (“room”), from Ancient Greek ἑκατόν (hekatón, “one hundred”) εἴκοσι (eíkosi, “twenty”) and χῶρος (khôros, “room”).

uder

The pentachoron, the hecatonicosachoron, and the hexacosichoron all have dichoral angles which are not divisors of 2π, and consequently, they are not space-filling.

The hecatonicosachoron (dodecaplex or 120-cell) and the hexacosichoron (tet- raplex or 600-cell) are also unique polychora, which have no analogs in higher dimensions.

2012, Andrzej Katunin, Fractals based on regular convex polytopes, page 57:

The pentachoron, hypercube, orthoplex, hecatonicosachoron, and hexacosichoron are analogues of the ordinary Platonic solids.

2012, Richard Elwes, How to Solve the Da Vinci Code:

(geometry) A four-dimensional object analogous to a dodecahedron, constructed out of one hundred and twenty dodecahedra, arranged 4 to a vertex.

正百二十胞体

せいひゃくにじゅうほうたい


The triacontagonal projection of the 120-cell was first drawn by W. A. Wythoff, but not in reproducible form.

1964, Canadian Mathematical Bulletin, page 394:

In dimension four there are ten star polytopes which together with the 120-cell and 600-cell form the family of pentagonal polytopes (those regular 4-polytopes possessing axes of fivefold symmetry); all twelve have the same symmetry group.

1987, Jeffrey Hurst Butler, Hyperplane sections of regular star polytopes, page 28:

In 1985, M. Davis [3] gave the first explicit geometric construction of a closed hyperbolic 4-manifold by gluing together the opposite sides of a regular hyperbolic 120-cell P with dihedral angle 72°.

2006, John G. Radcliffe, “The Geometry of Hyperbolic Manifolds of Dimension a least 4”, in András Prékopa, Emil Molnár, editors, Non-Euclidean Geometries: János Bolyai Memorial Volume, page 270:

(geometry) A four-dimensional polytope, analogous to a dodecahedron, whose 120 bounding facets are dodecahedra.

正百二十胞体

せいひゃくにじゅうほうたい

Davis 120-cell

4-dimensional manifold in hyperbolic geometry constructed from a hyperbolic 120-cell


1995, J. Bokowski, On the Construction of Equifacetted 3-Spheres, Neil L. White, Invariant Methods in Discrete and Computational Geometry: Proceedings of the Curaçao Conference, page 303,
P. McMullen has pointed out to the author that he has constructed an interesting equifacetted 3-sphere in his Ph.D.Thesis by starting with the 600-cell.

The dual to the 120-cell is the 600-cell. The 600-cell is a 4-dimensional convex regular polytope with 600 facets. Its Schläfli symbol of the^([sic]) 600-cell is {3, 3, 5}. It is a 4-dimensional analogue of the icosahedron, constructed by the golden ratio on the edges of an octohedron.

2005, Lawrence B. Crowell, Quantum Fluctuations of Spacetime, volume 25, World Scientific Series in Contemporary Chemical Physics, page 329:

The other two figures are the 120-cell and 600-cell which form a dual pair as is clear from their Schläfli symbols being the reverse of each other.

2012, John Barnes, Gems of Geometry, 2nd edition, page 79:

(geometry) A four-dimensional polytope, analogous to an icosahedron, whose 600 bounding facets are tetrahedra.


apeirohedron

en-noun

apeirohedron (plural apeirohedrons or apeirohedra)

apeirohedrons (plural)
apeirohedra (plural)

/əˌpiːɹɵˈhiːdɹən/

/əˌpeɪ̯ɹɵˈhiːdɹən/

LL-Q1860 (eng)-Flame, not lame-apeirohedron.wav

There are exactly 12 regular apeirohedra that in some sense are reducible and have components that are regular figures of dimensions 1 and 2. These apeirohedra are blends of a planar regular apeirohedron, and a line segment { } or linear apeirogon {∞}. This explains why there are 12 = 6·2 blended (or non-pure) apeirohedra. For example, the blend of the standard square tessellation {4,4} and the infinite apeirogon {∞}, denoted {4,4}#{∞}, is an apeirohedron whose faces are helical apeirogons (over squares), rising above the squares of {4,4}, such that 4 meet at each vertex; the orthogonal projections of {4,4}#{∞} onto their component subspaces recover the original components, the square tessellation and the linear apeirogon.

2014, Daniel Pellicer with Egon Schulte, “Polygonal Complexes and Graphs for Crystallographic Groups”, in Robert Connelly, Asia Ivić Weiss, Walter Whiteley, editors, Rigidity and Symmetry, New York, N.Y.: Springer, →ISBN, page 331:

(mathematics, geometry) A polyhedron with an infinite number of faces.


sirkill

is-noun

sirkill m (genitive singular sirkils, nominative plural sirklar)

sirkils (genitive singular)
sirklar (nominative plural)
sirkill (indefinite nominative singular)
sirkillinn (definite nominative singular)
sirklar (indefinite nominative plural)
sirklarnir (definite nominative plural)
sirkil (accusative indefinite singular)
sirkilinn (accusative definite singular)
sirkla (accusative indefinite plural)
sirklana (accusative definite plural)
sirkli (dative indefinite singular)
sirklinum (dative definite singular)
sirklum (dative indefinite plural)
sirklunum (dative definite plural)
sirkils (genitive indefinite singular)
sirkilsins (definite genitive singular)
sirkla (genitive indefinite plural)
sirklanna (definite genitive plural)


tangera

head

tangera (present tangerar, preterite tangerade, supine tangerat, imperative tangera)

tangerar (present)
tangerade (preterite)
tangerat (supine)
tangera (imperative)
tangera (active infinitive)
tangeras (infinitive passive)
tangerat (active supine)
tangerats (passive supine)
tangera (active imperative)
tangeren (active archaic)
tangerar (active indicative present)
tangerade (active indicative past)
tangeras (indicative passive present)
tangerades (indicative passive past)
tangera (active archaic present)
tangerade (active archaic past)
tangeras (archaic passive present)
tangerades (archaic passive past)
tangere (active dated present subjunctive)
tangerade (active dated past subjunctive)
tangeres (dated passive present subjunctive)
tangerades (dated passive past subjunctive)
tangerande (active participle past present)
tangerad (active participle past)

Borrowed from German tangieren, from Latin tangere.

Linjen tangerar cirkeln i punkten (1, 1)

The line is tangent to the circle at the point (1, 1)


востры

be-adj

во́стры • (vóstry)

во́стры (canonical)
vóstry (romanization)
больш во́стры (comparative)
вастрэ́й (comparative)
вастрэ́йшы (superlative)
найвастрэ́й (superlative)
во́стры (masculine nominative)
во́страе (neuter nominative)
во́страя (feminine nominative)
во́стрыя (nominative plural)
во́страга (genitive masculine neuter)
во́страй (feminine genitive)
во́стрых (genitive plural)
во́страму (dative masculine neuter)
во́страй (dative feminine)
во́стрым (dative plural)
во́страга (accusative animate masculine)
во́страе (accusative neuter)
во́струю (accusative feminine)
во́стрых (accusative animate plural)
во́стры (accusative inanimate masculine)
во́стрыя (accusative inanimate plural)
во́стрым (instrumental masculine neuter)
во́страй (feminine instrumental)
во́страю (feminine instrumental)
во́стрымі (instrumental plural)
во́стрым (locative masculine neuter)
во́страй (feminine locative)
во́стрых (locative plural)
wostry (alternative)
vostry (alternative)

во́стры ву́гал


тупы

тупы́ • (tupý)

тупы́ (canonical)
tupý (romanization)
тупы́ (masculine nominative)
тупо́е (neuter nominative)
тупа́я (feminine nominative)
тупы́я (nominative plural)
тупо́га (genitive masculine neuter)
тупо́й (feminine genitive)
тупы́х (genitive plural)
тупо́му (dative masculine neuter)
тупо́й (dative feminine)
тупы́м (dative plural)
тупо́га (accusative animate masculine)
тупо́е (accusative neuter)
тупу́ю (accusative feminine)
тупы́х (accusative animate plural)
тупы́ (accusative inanimate masculine)
тупы́я (accusative inanimate plural)
тупы́м (instrumental masculine neuter)
тупо́й (feminine instrumental)
тупо́ю (feminine instrumental)
тупы́мі (instrumental plural)
тупы́м (locative masculine neuter)
тупо́й (feminine locative)
тупы́х (locative plural)

From Old East Slavic тупъ (tupŭ), from Proto-Slavic *tǫpъ.

тупы́ ву́гал


layang-layang

Inherited from Malay layang-layang. Equivalent to reduplication of layang.

(geometry) a quadrilateral resembling the shape of a traditional toy kite (sense 1)


antimedial

LL-Q1860 (eng)-Flame, not lame-antimedial.wav

(geometry) Being a triangle formed by three lines parallel to the sides of an original triangle ABC: the parallel to AB through C, the parallel to AC through B, and the parallel to BC through A.


coordinate axis

en-noun

coordinate axis (plural coordinate axes)

coordinate axes (plural)
co-ordinate axis (alternative)

(mathematics, geometry) One of the lines in the coordinate system that represents one of the dimensions.


Koordinatenachse

de-noun

Koordinatenachse f (genitive Koordinatenachse, plural Koordinatenachsen)

Koordinatenachse (genitive)
Koordinatenachsen (plural)
Koordinatenachse (nominative singular)
Koordinatenachsen (definite nominative plural)
Koordinatenachse (genitive singular)
Koordinatenachsen (definite genitive plural)
Koordinatenachse (dative singular)
Koordinatenachsen (dative definite plural)
Koordinatenachse (accusative singular)
Koordinatenachsen (accusative definite plural)


koordinat ekseni

head

koordinat ekseni (definite accusative koordinat eksenini, plural koordinat eksenleri)

koordinat eksenini (accusative definite)
koordinat eksenleri (plural)
koordinat ekseni (nominative singular)
koordinat eksenleri (nominative plural)
koordinat eksenini (accusative definite singular)
koordinat eksenlerini (accusative definite plural)
koordinat eksenine (dative singular)
koordinat eksenlerine (dative plural)
koordinat ekseninde (locative singular)
koordinat eksenlerinde (locative plural)
koordinat ekseninden (ablative singular)
koordinat eksenlerinden (ablative plural)
koordinat ekseninin (genitive singular)
koordinat eksenlerinin (genitive plural)


koordinat sistemi

koordinat sistemi (definite accusative koordinat sistemini, plural koordinat sistemleri)

koordinat sistemini (accusative definite)
koordinat sistemleri (plural)
koordinat sistemi (nominative singular)
koordinat sistemleri (nominative plural)
koordinat sistemini (accusative definite singular)
koordinat sistemlerini (accusative definite plural)
koordinat sistemine (dative singular)
koordinat sistemlerine (dative plural)
koordinat sisteminde (locative singular)
koordinat sistemlerinde (locative plural)
koordinat sisteminden (ablative singular)
koordinat sistemlerinden (ablative plural)
koordinat sisteminin (genitive singular)
koordinat sistemlerinin (genitive plural)

(mathematics, geometry) coordinate system


разностран

mk-adj

разностраност

разностран • (raznostran) (comparative поразностран, superlative најразностран, abstract noun разностраност)

raznostran (romanization)
поразностран (comparative)
најразностран (superlative)
разностраност (abstract-noun)
разностран (indefinite masculine)
разнострана (feminine indefinite)
разнострано (indefinite neuter)
разнострани (indefinite plural)
разностраниот (definite masculine unspecified)
разностраната (definite feminine unspecified)
разностраното (definite neuter unspecified)
разностраните (definite plural unspecified)
разностраниов (definite masculine proximal)
разностранава (definite feminine proximal)
разностраново (definite neuter proximal)
разностраниве (definite plural proximal)
разностранион (definite distal masculine)
разностранана (definite distal feminine)
разностраноно (definite distal neuter)
разностранине (definite distal plural)
поразностран (indefinite masculine)
поразнострана (feminine indefinite)
поразнострано (indefinite neuter)
поразнострани (indefinite plural)
поразностраниот (definite masculine unspecified)
поразностраната (definite feminine unspecified)
поразностраното (definite neuter unspecified)
поразностраните (definite plural unspecified)
поразностраниов (definite masculine proximal)
поразностранава (definite feminine proximal)
поразностраново (definite neuter proximal)
поразностраниве (definite plural proximal)
поразностранион (definite distal masculine)
поразностранана (definite distal feminine)
поразностраноно (definite distal neuter)
поразностранине (definite distal plural)
најразностран (indefinite masculine)
најразнострана (feminine indefinite)
најразнострано (indefinite neuter)
најразнострани (indefinite plural)
најразностраниот (definite masculine unspecified)
најразностраната (definite feminine unspecified)
најразностраното (definite neuter unspecified)
најразностраните (definite plural unspecified)
најразностраниов (definite masculine proximal)
најразностранава (definite feminine proximal)
најразностраново (definite neuter proximal)
најразностраниве (definite plural proximal)
најразностранион (definite distal masculine)
најразностранана (definite distal feminine)
најразностраноно (definite distal neuter)
најразностранине (definite distal plural)

mk-decl-adj-table-full

разностраниот

разностраниов

разностранион

разностраната

разностранава

разностранана

разностраното

разностраново

разностраноно

разностраните

разностраниве

разностранине

поразностран

поразностраниот

поразностраниов

поразностранион

поразнострана

поразностраната

поразностранава

поразностранана

поразнострано

поразностраното

поразностраново

поразностраноно

поразнострани

поразностраните

поразностраниве

поразностранине

најразностран

најразностраниот

најразностраниов

најразностранион

најразнострана

најразностраната

најразностранава

најразностранана

најразнострано

најразностраното

најразностраново

најразностраноно

најразнострани

најразностраните

најразностраниве

најразностранине


平面

CJKV/code

Sino-Xenic (平面):
* → Japanese: 平面(へいめん) (heimen)
* → Korean: 평면(平面) (pyeongmyeon)
* → Vietnamese: bình diện (平面)

/pʰiŋ³⁵ mi̯ɛn⁵¹/

/pʰɪŋ²¹ miːn²²⁻³⁵/

/piɪŋ²⁴⁻²² biɛn²²/

/piɪŋ¹³⁻²² biɛn²²/

/piɪŋ²⁴⁻²² biɛn⁴¹/

/piɪŋ²⁴⁻¹¹ bin³³/

/piɪŋ²³⁻³³ bin³³/

/pĩ²⁴⁻²² bin⁴¹/

/pĩ²⁴⁻¹¹ bin³³/

/pĩ²⁴⁻²² bin²²/

/pẽ²³⁻³³ bin³³/

/pɛ̃¹³⁻²² bin²²/

/pʰiŋ³⁵ mi̯ɛn⁵¹/

/pʰɪŋ²¹ miːn²²⁻³⁵/

/piɪŋ²⁴⁻²² biɛn²²/

/piɪŋ¹³⁻²² biɛn²²/

/piɪŋ²⁴⁻²² biɛn⁴¹/

/piɪŋ²⁴⁻¹¹ bin³³/

/piɪŋ²³⁻³³ bin³³/

/pĩ²⁴⁻²² bin⁴¹/

/pĩ²⁴⁻¹¹ bin³³/

/pĩ²⁴⁻²² bin²²/

/pẽ²³⁻³³ bin³³/

/pɛ̃¹³⁻²² bin²²/

平面設計師

平面设计师


сардаҥа

head

сардаҥа • (sardaña)

sah-noun

сардаҥа • (sardaña)


單純

/tän⁵⁵ ʈ͡ʂʰu̯ən³⁵/

/tän⁵⁵ ʈ͡ʂʰu̯ən³⁵/

(geometry, algebraic topology) simplicial


aresta

(geometry) edge (joining line between two vertices of a polygon)


aresta

From Latin arista. Doublet of arista, which was borrowed.


bania

bańka (diminutive)
bania (nominative singular)
banie (nominative plural)
bani (genitive singular)
bani (genitive plural)
bań (genitive plural)
bani (dative singular)
baniom (dative plural)
banię (accusative singular)
banie (accusative plural)
banią (instrumental singular)
baniami (instrumental plural)
bani (locative singular)
baniach (locative plural)
banio (singular vocative)
banie (plural vocative)

(Middle Polish, mathematics, geometry, topology) ball


cón

head

cón m (genitive singular cóin, nominative plural cóin)

cóin (genitive singular)
cóin (nominative plural)
cón (indefinite nominative singular)
cóin (indefinite nominative plural)
a chóin (indefinite singular vocative)
a chóna (indefinite plural vocative)
cóin (genitive indefinite singular)
cón (genitive indefinite plural)
cón (dative indefinite singular)
cóin (dative indefinite plural)
an cón (definite nominative singular)
na cóin (definite nominative plural)
an chóin (definite genitive singular)
na gcón (definite genitive plural)
leis an gcón (dative definite singular)
don chón (dative definite singular)
leis na cóin (dative definite plural)
cón
chón
gcón


orthoptic

LL-Q1860 (eng)-Flame, not lame-orthoptic.wav

(geometry) The isoptic whose given angle is a right angle.


isoptic

LL-Q1860 (eng)-Flame, not lame-isoptic.wav

(geometry) The set of points for which two tangents of a given curve meet at a given angle.


a ⟂ b ∧ b ⟂ c → a ∥ c


digit

From Middle English digit, from Latin digitus (“a fingerbreadth; a number”). Doublet of digitus and dedo.

bit

position in a sequence of numerals, symbol in a positional number system

(geometry, rare, obsolete) Synonym of degree: ¹⁄₃₆₀ of a circle.


hypercell

LL-Q1860 (eng)-Flame, not lame-hypercell.wav

(geometry) A four-dimensional face of a polytope.


nephroid

LL-Q1860 (eng)-Flame, not lame-nephroid.wav

From nephro- + -oid, i.e. "kidney-shaped".

(geometry) A plane curve resembling two intersecting ellipses


cubo-cubic

Cremona transformation
Cremona transformation

(geometry, of a transformation) Being a Cremona transformation such that the homaloids of the transformation and its inverse all have degree 3.


tacnode

LL-Q1860 (eng)-Flame, not lame-tacnode.wav

A tacnode is defined to be a singularity equivalent to the origin in the curve y²-x²#61;0, that is, the union of two smooth arcs meeting with contact of order two. Similarly, an oscnode is a singularity equivalent to y²-x⁶#61;0, i.e., consisting of two smooth branched with contact of order three, and so on.

2012, Joe Harris, Algebraic Geometry: A First Course, page 262:

(geometry) A point of a curve where two or more osculating circles to the curve at that point are tangent, so that two branches of the curve have ordinary tangency at the double point.


antipoint

LL-Q1860 (eng)-Flame, not lame-antipoint.wav

(geometry) One of a pair of points constructed from two foci of a curve.


Aronhold set

Named after Siegfried Heinrich Aronhold.

(geometry) One of the 288 sets of seven of the 28 bitangents of a quartic curve corresponding to the seven odd theta characteristics of a normal set.


azygetic

LL-Q1860 (eng)-Flame, not lame-azygetic.wav

azygetic triad; azygetic tetrad; azygetic set


bicuspidal

LL-Q1860 (eng)-Flame, not lame-bicuspidal.wav


bielliptic

LL-Q1860 (eng)-Flame, not lame-bielliptic.wav

(geometry, of a curve) Being a branched double cover of an elliptic curve.


biflecnode

LL-Q1860 (eng)-Flame, not lame-biflecnode.wav


bigenus

LL-Q1860 (eng)-Flame, not lame-bigenus.wav

(geometry) The second plurigenus P₂ of a surface.


binode

LL-Q1860 (eng)-Flame, not lame-binode.wav

(geometry) A double point of a surface whose tangent cone consists of two different planes.


biregular

LL-Q1860 (eng)-Flame, not lame-biregular.wav

(geometry, of a map) Being a regular map with regular inverse.

(geometry, of two varieties) Having a biregular map from one to the other, i.e. isomorphic as abstract varieties.


biscribed

LL-Q1860 (eng)-Flame, not lame-biscribed.wav

a biscribed triangle

(geometry) Both circumscribed and inscribed, i.e. having vertices that lie on a curve and sides that are tangent to the curve.


bitangential

LL-Q1860 (eng)-Flame, not lame-bitangential.wav

(geometry) Meeting a curve at the tangency points of its bitangents.


Brianchon hexagon

en-noun

Brianchon hexagon (plural Brianchon hexagons)

Named after Charles Julien Brianchon (1783–1864).

(geometry) A nonplanar hexagon whose three diagonals meet.


Zeuthen-Segre invariant

Zeuthen-Segre invariant (plural Zeuthen-Segre invariants)

Introduced by Zeuthen (1871) and rediscovered by Corrado Segre (1896).

(geometry) A certain invariant of complex projective surfaces.


pentagoon

head

pentagoon (genitive pentagooni, partitive pentagooni)

pentagooni (genitive)
pentagooni (partitive)


agthoek

(geometry) alternative spelling of aghoek


كوشه

كوشه (canonical)
گوشه (canonical)
köşe (romanization)
göşe (romanization)

Turkish: köşe

→ Albanian: qoshe

→ Armenian: քէօշէ (kʻēōšē)

desc

→ Laz: ქჲოშე (kyoşe), ჩოშე (çoşe) — Atina, Vizha, Artasheni

→ Serbo-Croatian: ćòšak / ћо̀шак

Borrowed from Persian گوشه (guše, “corner, angle”).

bor+

(geometry) angle, a figure formed by two rays which start from a common point


鈍角三角形

ㄉㄨㄣˋ ㄐㄧㄠˇ ㄙㄢ ㄐㄧㄠˇ ㄒㄧㄥˊ

ㄉㄨㄣˋ ㄐㄧㄠˇ ㄙㄢ ㄐㄧㄠˇ ㄒㄧㄥˊ

дуньцзяо саньцзяосин

/tu̯ən⁵¹ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹ sän⁵⁵ t͡ɕi̯ɑʊ̯²¹⁴⁻²¹ ɕiŋ³⁵/

/tɵn²² kɔːk̚³ saːm⁵⁵ kɔːk̚³ jɪŋ²¹/

/tɵn²² kɔːk̚³ saːm⁵⁵ kɔːk̚³ jɪŋ²¹/


orbiform

LL-Q1860 (eng)-Flame, not lame-orbiform.wav

(geometry) A plane for which the distance between the points of contact of two nonequal parallel tangents at a circle is the same everywhere.


צילינדער

yi-noun

צילינדער • (tsilinder) m, plural צילינדערס (tsilinders)

tsilinder (romanization)
tsilinders (romanization)

Borrowed from German Zylinder (“cylinder; top hat”).


axo

Borrowed from Esperanto akso, English axis, axle, French axe, German Achse, Italian asse, Russian ось (osʹ), Spanish eje, most from Latin axis.


semellante

From Old Galician-Portuguese semellante, from Vulgar Latin *similiantem, present participle of *similiāre, a verb based on Latin similis (“similar”). By surface analysis, semellar + -ante. Compare Portuguese semelhante, Spanish semejante.


pikë

sq-noun

pikë f (plural pika, definite pika, definite plural pikat)

pika (plural)
pika (definite)
pikat (definite plural)
pikë (indefinite nominative singular)
pika (definite nominative singular)
pika (indefinite nominative plural)
pikat (definite nominative plural)
pikë (accusative indefinite singular)
pikën (accusative definite singular)
pika (accusative indefinite plural)
pikat (accusative definite plural)
pike (dative indefinite singular)
pikës (dative definite singular)
pikave (dative indefinite plural)
pikave (dative definite plural)
pike (ablative indefinite singular)
pikës (ablative definite singular)
pikash (ablative indefinite plural)
pikave (ablative definite plural)

Compare pik (“to drip, leak”). Compare also Romanian pic (“a drop of water, a bit”) and Sicilian picca (“a bit, a little”).

(geometry) point (zero-dimensional object)


ciorclach

head

ciorclach (genitive singular masculine ciorclaigh, genitive singular feminine ciorclaí, plural ciorclacha, comparative ciorclaí)

ciorclaigh (genitive masculine singular)
ciorclaí (feminine genitive singular)
ciorclacha (plural)
ciorclaí (comparative)
ciorclach (masculine nominative singular)
chiorclach (feminine nominative singular)
ciorclacha (nominative plural)
chiorclacha (nominative plural)
chiorclaigh (masculine singular vocative)
chiorclach (feminine singular vocative)
ciorclacha (plural vocative)
chiorclaigh (genitive masculine singular)
ciorclaí (feminine genitive singular)
ciorclacha (genitive plural)
ciorclach (genitive plural)
ciorclach (dative masculine singular)
chiorclach (dative masculine singular)
chiorclach (dative feminine singular)
chiorclaigh (archaic dative feminine singular)
ciorclacha (dative plural)
chiorclacha (dative plural)
níos ciorclaí (comparative)
is ciorclaí (superlative)
ciorclach
chiorclach
gciorclach

From ciorcal (“circle”) + -ach. Compare Scottish Gaelic cearclach.


parianyo

parianyô (canonical)
ᜉᜇᜒᜀᜈ᜔ᜌᜓ (Baybayin)

[pɐ.ɾɪ.ʔɐnˈɲoʔ]

[pɐ.ɾɪ.ʔɐn̪ˈjoʔ]


□ABCD

A quadrilateral with vertices named A, B, C, and D in order.

(geometry) A quadrilateral, usually referred to a square or rectangle.


αμβλύς

αμβλύς • (amvlýs) m (feminine αμβλεία, neuter αμβλύ)

amvlýs (romanization)
αμβλεία (feminine)
αμβλύ (neuter)
αμβλύς (masculine nominative singular)
αμβλεία (feminine nominative singular)
αμβλύ (neuter nominative singular)
αμβλείς (masculine nominative plural)
αμβλείες (feminine nominative plural)
αμβλέα (neuter nominative plural)
αμβλέος (genitive masculine singular)
αμβλύ (genitive masculine singular)
αμβλείας (feminine genitive singular)
αμβλύ (genitive neuter singular)
αμβλέος (genitive neuter singular)
αμβλέων (genitive masculine plural)
αμβλειών (feminine genitive plural)
αμβλέων (genitive neuter plural)
αμβλύ (accusative masculine singular)
αμβλεία (accusative feminine singular)
αμβλύ (accusative neuter singular)
αμβλείς (accusative masculine plural)
αμβλείες (accusative feminine plural)
αμβλέα (accusative neuter plural)
αμβλύ (masculine singular vocative)
αμβλεία (feminine singular vocative)
αμβλύ (neuter singular vocative)
αμβλείς (masculine plural vocative)
αμβλείες (feminine plural vocative)
αμβλέα (neuter plural vocative)

el-decl-adj-positive

Comparative: <i class="Grek mention" lang="el">πιο</i> + positive forms (e.g. πιο αμβλύς, etc.)
 Relative superlative: definite article + πιο + positive forms (e.g. ο πιο αμβλύς, etc.)

el-decl-adj-table

αμβλύς (amvlýs)

αμβλεία (amvleía)

αμβλύ (amvlý)

αμβλείς (amvleís)

αμβλείες (amvleíes)

αμβλέα (amvléa)

αμβλέος (amvléos)

αμβλύ (amvlý)

αμβλείας (amvleías)

αμβλύ (amvlý)

αμβλέος (amvléos)

αμβλέων (amvléon)

αμβλειών (amvleión)

αμβλέων (amvléon)

αμβλύ (amvlý)

αμβλεία (amvleía)

αμβλύ (amvlý)

αμβλείς (amvleís)

αμβλείες (amvleíes)

αμβλέα (amvléa)

αμβλύ (amvlý)

αμβλεία (amvleía)

αμβλύ (amvlý)

αμβλείς (amvleís)

αμβλείες (amvleíes)

αμβλέα (amvléa)

Learned borrowing from Ancient Greek ἀμβλύς (amblús).

lbor

αμβλεία γωνία


ellipsoid of revolution

en-noun

ellipsoid of revolution (plural ellipsoids of revolution)

An ellipsoid of revolution may be either prolate or oblate.

(geometry) A spheroid; a solid of revolution generated by rotating an ellipse about one of its axes.


spherical excess

(geometry) The amount by which the sum of the three angles of a spherical triangle exceeds two right angles. The spherical excess is proportional to the area of the triangle.


מסלול

he-noun

מַסְלוּל • (maslúl) m (plural indefinite מַסְלוּלִים, singular construct מַסְלוּל־, plural construct מַסְלוּלֵי־) [pattern: מַקְטוּל]

מַסְלוּל (canonical)
maslúl (romanization)
מַסְלוּלִים (indefinite plural)
מַסְלוּל־ (construct singular)
מַסְלוּלֵי־ (construct plural)


logocyclic curve

en-noun

logocyclic curve (plural logocyclic curves)


strophoid

LL-Q1860 (eng)-Flame, not lame-strophoid.wav

(geometry) The locus of a point that has a certain relationship with a given curve


googolgon

LL-Q1860 (eng)-Flame, not lame-googolgon.wav

(geometry) A polygon with a googol number of sides (virtually indistinguishable from a circle)


llinia

line, queue (straight sequence of people or objects)

line (wire connecting one telegraphic station with another)


ultraparallel

LL-Q1860 (eng)-Flame, not lame-ultraparallel.wav

(geometry, of lines in hyperbolic geometry) Sharing a common perpendicular.


epicykl

epicykl (nominative singular)
epicykle (nominative plural)
epicyklu (genitive singular)
epicykli (genitive plural)
epicyklów (genitive plural)
epicyklowi (dative singular)
epicyklom (dative plural)
epicykl (accusative singular)
epicykle (accusative plural)
epicyklem (instrumental singular)
epicyklami (instrumental plural)
epicyklu (locative singular)
epicyklach (locative plural)
epicyklu (singular vocative)
epicykle (plural vocative)

(geometry) epicycle (any circle whose circumference rolls around that of another circle, thus creating a hypocycloid or epicycloid)


figiúr

head

figiúr m (genitive singular figiúir, nominative plural figiúirí)

figiúir (genitive singular)
figiúirí (nominative plural)
figiúr (indefinite nominative singular)
figiúirí (indefinite nominative plural)
a fhigiúir (indefinite singular vocative)
a fhigiúirí (indefinite plural vocative)
figiúir (genitive indefinite singular)
figiúirí (genitive indefinite plural)
figiúr (dative indefinite singular)
figiúirí (dative indefinite plural)
an figiúr (definite nominative singular)
na figiúirí (definite nominative plural)
an fhigiúir (definite genitive singular)
na bhfigiúirí (definite genitive plural)
leis an bhfigiúr (dative definite singular)
don fhigiúr (dative definite singular)
leis na figiúirí (dative definite plural)
figiúr
fhigiúr
bhfigiúr
figear (alternative)

Borrowed from English figure, from Middle English figure, from Old French figure, from Latin figūra. Doublet of fíor.

(mathematics, geometry) digit, number, numeral


brancho

From Esperanto branĉo, English branch, French branche.


內心

CJKV/code

Sino-Xenic (內心):
* → Japanese: 内心(ないしん) (naishin)
* → Korean: 내심(內心) (naesim)
* → Vietnamese: nội tâm (內心)

/neɪ̯⁵¹ ɕin⁵⁵/

/nɔːi̯²² sɐm⁵⁵/

/neɪ̯⁵¹ ɕin⁵⁵/

/nɔːi̯²² sɐm⁵⁵/


pluridimensional

gl-adj

pluridimensional m or f (plural pluridimensionais)


pluridimensional

es-adj

pluridimensional m or f (masculine and feminine plural pluridimensionales)

pluridimensionales (feminine masculine plural)


power center

power centers (plural)
power centre (alternative)


放物線

ja-noun

放(ほう)物(ぶつ)線(せん) • (hōbutsusen) ^(←はうぶつせん (faubutusen)?)

放物線 (canonical)
hōbutsusen (romanization)
faubutusen (romanization)
はうぶつせん (hiragana historical)

[ho̞ːbɯ̟t͡sɨ̥sẽ̞ɴ]

[ho̞ːbɯ̟t͡sɨsẽ̞ɴ]

Appears in Japanese in 1872 in the 代微積拾級訳解 (Dai Biseki Jikkyū Yakkai, literally “Translation and Explication of Algebraic and Differential Calculus”), a Japanese translation by 福田理軒 (Fukuda Riken) and 福田半 (Fukuda Han) of the 1851 book Elements of Analytical Geometry and of the Differential and Integral Calculus by Elias Loomis. According to the foreword, the translators referenced an earlier Chinese translation from 1859, so the term likely derives originally from Chinese 拋物線 /抛物线 (pāowùxiàn) (see that entry for further details).
According to other Japanese sources, analyzed as a compound of 抛物 (hōbutsu, literally “throwing thing”, perhaps in reference to the etymology of parabola) + 線 (sen, “line”). See also related term 放物面 (hōbutsumen, “paraboloid”).
Note the shift from earlier spelling 抛物線, now considered an archaic alternative, to 放物線 in modern usage. 放 (hō, “to release, to set free”) is a daiyōji replacing 抛 (hō, “to throw, to hurl”).

ja-daiyouji

Daijirin
Daijisen
Elias Loomis
Kyōsuke Kindaichi
ja:松村明


切點

/t͡ɕʰi̯ɛ⁵⁵ ti̯ɛn²¹⁴⁻²¹⁽⁴⁾/

/t͡ɕʰi̯ɛ⁵⁵ ti̯ɛn²¹⁴⁻²¹⁽⁴⁾/


quadrisecant

LL-Q1860 (eng)-Flame, not lame-quadrisecant.wav

(geometry) A line that passes through four points of the curve.


tagigapay

tagigapáy (canonical)
ᜆᜄᜒᜄᜉᜌ᜔ (Baybayin)

[t̪ɐ.ɣɪ.ɣɐˈpaɪ̯]

trapezoid; trapezium (quadrilateral with two non-adjacent parallel sides)


tagihilis

tagihilís (canonical)
ᜆᜄᜒᜑᜒᜎᜒᜐ᜔ (Baybayin)


homaloid

LL-Q1860 (eng)-Flame, not lame-homaloid.wav

(geometry) An element of a homaloidal system, in particular the image of a hyperplane under a Cremona transformation.


hypercusp

LL-Q1860 (eng)-Flame, not lame-hypercusp.wav

(geometry) A singularity of a curve of some multiplicity r whose tangent cone is a single line meeting the curve with order r+1.


hyperflex

LL-Q1860 (eng)-Flame, not lame-hyperflex.wav

(geometry) A point of a curve where the tangent line has contact of order at least 4.


hyperosculate

en-verb

hyperosculate (third-person singular simple present hyperosculates, present participle hyperosculating, simple past and past participle hyperosculated)

hyperosculates (present singular third-person)
hyperosculating (participle present)
hyperosculated (participle past)
hyperosculated (past)

LL-Q1860 (eng)-Flame, not lame-hyperosculate.wav

A hyperosculating point is one where the tangent space meets with order higher than normal.

(geometry) To osculate at multiple points.


flecnode

LL-Q1860 (eng)-Flame, not lame-flecnode.wav

(geometry) A double point that is also a point of inflexion of one branch.


fleflecnode

LL-Q1860 (eng)-Flame, not lame-fleflecnode.wav

(geometry) A double point that is also a point of inflexion of both branches.


cubu

(geometry) cube (geometry: polyhedron having of six identical square faces)


parigilid

parigilíd (canonical)
ᜉᜇᜒᜄᜒᜎᜒᜇ᜔ (Baybayin)

[pɐ.ɾɪ.ɣɪˈlɪd̪̚]


equianharmonic

LL-Q1860 (eng)-Flame, not lame-equianharmonic.wav

(geometry) A set of four points whose cross ratio (or anharmonic ratio) is a cube root of 1.


ángulu

(geometry) angle (measure of such a figure)


pentagonum

la-noun

pentagōnum n (genitive pentagōnī); second declension

pentagōnum (canonical neuter)
pentagōnī (genitive)
pentagōnum (nominative singular)
pentagōna (nominative plural)
pentagōnī (genitive singular)
pentagōnōrum (genitive plural)
pentagōnō (dative singular)
pentagōnīs (dative plural)
pentagōnum (accusative singular)
pentagōna (accusative plural)
pentagōnō (ablative singular)
pentagōnīs (ablative plural)
pentagōnum (singular vocative)
pentagōna (plural vocative)

→ Catalan: pentàgon (learned)

→ Danish: pentagon

→ English: pentagon

→ French: pentagone (learned)

→ Friulian: pentagon (learned)

→ Galician: pentágono (learned)

→ German: Pentagon

→ Ido: pentagono

→ Italian: pentagono (learned)

→ Norwegian Bokmål: pentagon

→ Norwegian Nynorsk: pentagon

→ Portuguese: pentágono (learned)

→ Romanian: pentagon (learned)

→ Spanish: pentágono (learned)

From Ancient Greek πεντάγωνον (pentágōnon).


sesedro

eo-head

sesedro (accusative singular sesedron, plural sesedroj, accusative plural sesedrojn)

sesedron (accusative singular)
sesedroj (plural)
sesedrojn (accusative plural)

From ses (“six”) + edro (“geometric face”).


vídd

is-noun

vídd f (genitive singular víddar, nominative plural víddir)

víddar (genitive singular)
víddir (nominative plural)
vídd (indefinite nominative singular)
víddin (definite nominative singular)
víddir (indefinite nominative plural)
víddirnar (definite nominative plural)
vídd (accusative indefinite singular)
víddina (accusative definite singular)
víddir (accusative indefinite plural)
víddirnar (accusative definite plural)
vídd (dative indefinite singular)
víddinni (dative definite singular)
víddum (dative indefinite plural)
víddunum (dative definite plural)
víddar (genitive indefinite singular)
víddarinnar (definite genitive singular)
vídda (genitive indefinite plural)
víddanna (definite genitive plural)

From Old Norse vídd, from Proto-Germanic *wīdiþō.


neusis

(geometry) A line segment of prescribed length, fitted between two given curves, part of a line that passes through a given point.


apótema

(geometry) apothem (the distance from the center of a polygon to a side)


bissetriz

bissetrizes (plural)
bissectriz (alternative)
bi-sectriz (alternative)

(geometry) angle bisector (ray that divides an angle into two equal parts)


semicilindro

First attested in 1870. From semi- + cilindro.


caracol de Pascal

pt-noun

caracol de Pascal m (plural caracóis de Pascal)


geometria euclidiana

(geometry) Euclidean geometry (familiar geometry of the real world)


karratu

karratu (absolutive indefinite)
karratua (absolutive indefinite singular)
karratuak (absolutive indefinite plural)
karratuk (ergative indefinite)
karratuak (ergative indefinite singular)
karratuek (ergative indefinite plural)
karraturi (dative indefinite)
karratuari (dative indefinite singular)
karratuei (dative indefinite plural)
karraturen (genitive indefinite)
karratuaren (genitive indefinite singular)
karratuen (genitive indefinite plural)
karraturekin (comitative indefinite)
karratuarekin (comitative indefinite singular)
karratuekin (comitative indefinite plural)
karraturengatik (causative indefinite)
karratuarengatik (causative indefinite singular)
karratuengatik (causative indefinite plural)
karraturentzat (benefactive indefinite)
karratuarentzat (benefactive indefinite singular)
karratuentzat (benefactive indefinite plural)
karratuz (indefinite instrumental)
karratuaz (indefinite instrumental singular)
karratuez (indefinite instrumental plural)
karratutan (indefinite inessive)
karratuan (indefinite inessive singular)
karratuetan (indefinite inessive plural)
karratutako (indefinite locative)
karratuko (indefinite locative singular)
karratuetako (indefinite locative plural)
karratutara (allative indefinite)
karratura (allative indefinite singular)
karratuetara (allative indefinite plural)
karratutaraino (indefinite terminative)
karraturaino (indefinite singular terminative)
karratuetaraino (indefinite plural terminative)
karratutarantz (directive indefinite)
karraturantz (directive indefinite singular)
karratuetarantz (directive indefinite plural)
karratutarako (destinative indefinite)
karraturako (destinative indefinite singular)
karratuetarako (destinative indefinite plural)
karratutatik (ablative indefinite)
karratutik (ablative indefinite singular)
karratuetatik (ablative indefinite plural)
karraturik (indefinite partitive)
karratutzat (indefinite prolative)


tendril perversion

en-noun

tendril perversion (countable and uncountable, plural tendril perversions)

(geometry) A reversal of handedness in helical curves.


angolo retto

(geometry) half of the angle formed by a single straight line, equivalent to 90 degrees


angolo ottuso

(geometry) obtuse angle of a triangle, having an obtuse angle


akse

akse m (definite singular aksen, indefinite plural akser, definite plural aksene)

aksen (definite singular)
akser (indefinite plural)
aksene (definite plural)

From German Achse (“axis, axle”), from Middle High German ahse, from Old High German ahsa (“axis, axle”), from Proto-West Germanic *ahsu (“axle”), from Proto-Germanic *ahsō (“axle”), from Proto-Indo-European *h₂eḱs- (“axis, axle”), from *h₂eǵ- (“to drive”).


akse

akse m (definite singular aksen, indefinite plural aksar, definite plural aksane)

aksen (definite singular)
aksar (indefinite plural)
aksane (definite plural)


visual angle

(geometry) The angle formed by two rays of light, or two straight lines drawn from the extreme points of an object to the center of the eye.


winding number

mathematical analysis
mathematical analysis

(geometry, topology, mathematical analysis) The total number of times a given curve travels counterclockwise around a specified point.

indeks

the number of times a curve travels counterclockwise around a point


中點

/ʈ͡ʂʊŋ⁵⁵ ti̯ɛn²¹⁴⁻²¹⁽⁴⁾/

/t͡sʊŋ⁵⁵ tiːm³⁵/

/ʈ͡ʂʊŋ⁵⁵ ti̯ɛn²¹⁴⁻²¹⁽⁴⁾/

/t͡sʊŋ⁵⁵ tiːm³⁵/


interseção

tlb

(Brazilian Portuguese spelling, European Portuguese spelling)

interseções (plural)
intersecção (alternative Portugal)

/ĩ.tɨɾ.sɛˈsɐ̃w̃/

Learned borrowing from Latin intersectiōnem.

lbor

(geometry) intersection (point or points common to two objects)


обсяг

obsjah (romanization)
обсяг (nominative singular)
обсяги (nominative plural)
обсягу (genitive singular)
обсягох (genitive plural)
обсягу (dative singular)
обсягом (dative plural)
обсяг (accusative singular)
обсяги (accusative plural)
обсягом (instrumental singular)
обсягами (instrumental plural)
обсягу (locative singular)
обсягох (locative plural)
обсягу (singular vocative)
обсяги (plural vocative)

Borrowed from Carpathian Rusyn о́бсяг (óbsjah). Compare Slovak obsah (“sense, meaning”) and obsiahly (“comprehensive, extensive”). Direct inheritance from Old Slovak *obsiah would have yielded *обшаг (*obšah).

bor+

обсяг круга


Bravais lattice

en-noun

Bravais lattice (plural Bravais lattices)

(geometry, crystallography) An infinite array of discrete points generated by a set of discrete translation operations mathbf R=n_1 mathbf a₁+n_2 mathbf a₂+n_3 mathbf a₃, where nᵢ are any integers and aᵢ are known as the primitive vectors which lie in different directions and span the lattice.


limaçon de Pascal

pt-noun

limaçon de Pascal f (plural limaçons de Pascal)


geometrography

LL-Q1860 (eng)-Flame, not lame-geometrography.wav

(geometry) The study of geometrical constructions.


lensoidal

en-adj

lensoidal (comparative more lensoidal, superlative most lensoidal)

more lensoidal (comparative)
most lensoidal (superlative)

LL-Q1860 (eng)-Flame, not lame-lensoidal.wav

(geometry) Of a lenticular shaped geometry.


ќелија

mk-noun

ќелија • (ḱelija) f (relational adjective ќелиски)

ḱelija (romanization)
ќелиски (adjective relational)
ќелија (indefinite singular)
ќелии (indefinite plural)
ќелијата (definite singular unspecified)
ќелиите (definite plural unspecified)
ќелијава (definite proximal singular)
ќелииве (definite plural proximal)
ќелијана (definite distal singular)
ќелиине (definite distal plural)
ќелијо (singular vocative)
ќелии (plural vocative)


excenter

LL-Q1860 (eng)-Flame, not lame-excenter.wav

(US, geometry) The center of an excircle.


exradius

LL-Q1860 (eng)-Flame, not lame-exradius.wav


четириаголник

четириаголници

четириаголен

четириаголник • (četiriagolnik) m (plural четириаголници, relational adjective четириаголен)

četiriagolnik (romanization)
четириаголници (plural)
четириаголен (adjective relational)
четириаголник (indefinite singular)
четириаголници (indefinite plural)
четириаголникот (definite singular unspecified)
четириаголниците (definite plural unspecified)
четириаголников (definite proximal singular)
четириаголнициве (definite plural proximal)
четириаголникон (definite distal singular)
четириаголницине (definite distal plural)
четириаголнику (singular vocative)
четириаголници (plural vocative)
четириаголника (count-form plural)

mk-decl-noun-m

четириаголниц

mk-decl-noun-table

четириаголник

четириаголникот

четириаголников

четириаголникон

четириаголнику

четириаголникје

четириаголници

четириаголниците

четириаголнициве

четириаголницине

четириаголници

четириаголника

By surface analysis, четири (četiri, “four”) + агол (agol, “angle, corner”) + -ник (-nik).


триаголник

mk-noun

триаголник • (triagolnik) m (plural триаголници, relational adjective триаголен, diminutive триаголниче)

triagolnik (romanization)
триаголници (plural)
триаголен (adjective relational)
триаголниче (diminutive)
триаголник (indefinite singular)
триаголници (indefinite plural)
триаголникот (definite singular unspecified)
триаголниците (definite plural unspecified)
триаголников (definite proximal singular)
триаголнициве (definite plural proximal)
триаголникон (definite distal singular)
триаголницине (definite distal plural)
триаголнику (singular vocative)
триаголници (plural vocative)
триаголника (count-form plural)

mk-decl-noun-table

триаголникот

триаголников

триаголникон

триаголникје

триаголниците

триаголнициве

триаголницине

By surface analysis, три (tri, “three”) + агол (agol, “angle, corner”) + -ник (-nik).


тап

mk-adj

тап • (tap) (comparative потап, superlative најтап, abstract noun тапост)

tap (romanization)
потап (comparative)
најтап (superlative)
тапост (abstract-noun)
тап (indefinite masculine)
тапа (feminine indefinite)
тапо (indefinite neuter)
тапи (indefinite plural)
тапиот (definite masculine unspecified)
тапата (definite feminine unspecified)
тапото (definite neuter unspecified)
тапите (definite plural unspecified)
тапиов (definite masculine proximal)
тапава (definite feminine proximal)
тапово (definite neuter proximal)
тапиве (definite plural proximal)
тапион (definite distal masculine)
тапана (definite distal feminine)
тапоно (definite distal neuter)
тапине (definite distal plural)
потап (indefinite masculine)
потапа (feminine indefinite)
потапо (indefinite neuter)
потапи (indefinite plural)
потапиот (definite masculine unspecified)
потапата (definite feminine unspecified)
потапото (definite neuter unspecified)
потапите (definite plural unspecified)
потапиов (definite masculine proximal)
потапава (definite feminine proximal)
потапово (definite neuter proximal)
потапиве (definite plural proximal)
потапион (definite distal masculine)
потапана (definite distal feminine)
потапоно (definite distal neuter)
потапине (definite distal plural)
најтап (indefinite masculine)
најтапа (feminine indefinite)
најтапо (indefinite neuter)
најтапи (indefinite plural)
најтапиот (definite masculine unspecified)
најтапата (definite feminine unspecified)
најтапото (definite neuter unspecified)
најтапите (definite plural unspecified)
најтапиов (definite masculine proximal)
најтапава (definite feminine proximal)
најтапово (definite neuter proximal)
најтапиве (definite plural proximal)
најтапион (definite distal masculine)
најтапана (definite distal feminine)
најтапоно (definite distal neuter)
најтапине (definite distal plural)


sous-tendre

sous-tendre (infinitive)
avoir + past participle (infinitive multiword-construction)
sous-tendant (gerund participle present)
ayant + past participle (gerund multiword-construction participle present)
sous-tendu (participle past)
sous-tends (first-person indicative present singular)
sous-tends (indicative present second-person singular)
sous-tend (indicative present singular third-person)
sous-tendons (first-person indicative plural present)
sous-tendez (indicative plural present second-person)
sous-tendent (indicative plural present third-person)
sous-tendais (first-person imperfect indicative singular)
sous-tendais (imperfect indicative second-person singular)
sous-tendait (imperfect indicative singular third-person)
sous-tendions (first-person imperfect indicative plural)
sous-tendiez (imperfect indicative plural second-person)
sous-tendaient (imperfect indicative plural third-person)
sous-tendis (first-person historic indicative past singular)
sous-tendis (historic indicative past second-person singular)
sous-tendit (historic indicative past singular third-person)
sous-tendîmes (first-person historic indicative past plural)
sous-tendîtes (historic indicative past plural second-person)
sous-tendirent (historic indicative past plural third-person)
sous-tendrai (first-person future indicative singular)
sous-tendras (future indicative second-person singular)
sous-tendra (future indicative singular third-person)
sous-tendrons (first-person future indicative plural)
sous-tendrez (future indicative plural second-person)
sous-tendront (future indicative plural third-person)
sous-tendrais (conditional first-person singular)
sous-tendrais (conditional second-person singular)
sous-tendrait (conditional singular third-person)
sous-tendrions (conditional first-person plural)
sous-tendriez (conditional plural second-person)
sous-tendraient (conditional plural third-person)
future of avoir + past participle (future indicative multiword-construction perfect)
conditional of avoir + past participle (conditional multiword-construction perfect)
sous-tende (first-person present singular subjunctive)
sous-tendes (present second-person singular subjunctive)
sous-tende (present singular subjunctive third-person)
sous-tendions (first-person plural present subjunctive)
sous-tendiez (plural present second-person subjunctive)
sous-tendent (plural present subjunctive third-person)
sous-tendisse (first-person imperfect singular subjunctive)
sous-tendisses (imperfect second-person singular subjunctive)
sous-tendît (imperfect singular subjunctive third-person)
sous-tendissions (first-person imperfect plural subjunctive)
sous-tendissiez (imperfect plural second-person subjunctive)
sous-tendissent (imperfect plural subjunctive third-person)
sous-tends (imperative second-person singular)
sous-tendons (first-person imperative plural)
sous-tendez (imperative plural second-person)
soutendre (alternative)
soustendre (alternative)
subtendre (alternative)


kółko

kółeczko (diminutive)
kółko (nominative singular)
kółka (nominative plural)
kółka (genitive singular)
kółek (genitive plural)
kółku (dative singular)
kółkom (dative plural)
kółko (accusative singular)
kółka (accusative plural)
kółkiem (instrumental singular)
kółkami (instrumental plural)
kółku (locative singular)
kółkach (locative plural)
kółko (singular vocative)
kółka (plural vocative)

Inherited from Old Polish kółko. By surface analysis, koło + -ko. Compare Kashubian kółkò and Slovincian kólkô.

social circle, group (group of people sharing a hobby or similar common interest)


周長

/ʈ͡ʂoʊ̯⁵⁵ ʈ͡ʂʰɑŋ³⁵/

/t͡sɐu̯⁵⁵ t͡sʰœːŋ²¹/

/t͡siu³³⁻²³ t͡sʰiaŋ⁵⁵/

/ʈ͡ʂoʊ̯⁵⁵ ʈ͡ʂʰɑŋ³⁵/

/t͡sɐu̯⁵⁵ t͡sʰœːŋ²¹/

/t͡siu³³⁻²³ t͡sʰiaŋ⁵⁵/


周長

ja-noun

周(しゅう)長(ちょう) • (shūchō)


ortogonal

By surface analysis, orto- + -gono + -al.

surf

(geometry) orthogonal (relating to or containing right angles)


Coxeter-Dynkin diagram

en-noun

Coxeter-Dynkin diagram (plural Coxeter-Dynkin diagrams)

After mathematicians H. S. M. Coxeter and Eugene Dynkin.

A Coxeter-Dynkin diagram encodes the information in a Coxeter matrix, which in turn encodes the presentation of a Coxeter group.

Vertices of a Coxeter-Dynkin diagram represent generators of the corresponding Coxeter group. The generators (algebraic) in turn correspond to the reflecting hyperplanes (geometric). A pair of vertices which are not linked by an edge correspond to a pair of commuting generators. An unnumbered edge between a pair of vertices means that the braid relation between the corresponding generators has length three (e.g., aba = bab if the generators are a and b). An edge numbered ≥4 means that the braid relation between the corresponding generators has a length equal to that number. For example, if the edge is numbered 4 then the braid relation is cdcd = dcdc if the generators are c and d. If a set of edges form a cycle then the Coxeter group can be shown to be infinite. If a tree in a Coxeter-Dynkin diagram has more than one numbered edge then the Coxeter group can be shown to be infinite. There are a few more such rules, which ensure that finite Coxeter groups have Coxeter-Dynkin diagrams with relatively simple shapes.

Let 𝒬 be an indecomposable root lattice and let Γ denote the Coxeter-Dynkin diagram of the underlying root system Δ.

1995 June, R. V. Moody, J. Patera, “Voronoi Domains and Dual Cells in the Generalized Kaleidoscope with Applications to Root and Weight Lattices”, in Canadian Journal of Mathematics, page 597:

There is a deep and only partially understood connection between the classification and structure of singularities and the Coxeter-Dynkin diagrams introduced by H. S .M. Coxeter for classification of reflection-generated groups and by E. B. Dynkin for classification of semisimple Lie algebras.

2000, Andrei Gabrielov, “Coxeter-Dynkin diagrams and singularities”, in Evgeniĭ Borisovich Dynkin, A. A. Yushkevich, Gary M. Seitz, A. L. Onishchik, editors, Selected Papers of E. B. Dynkin with Commentary, page 367:

For 3 ≤ n ≤ 5, we will use Eₙ to denote the Coxeter-Dynkin diagrams of types A₁ + A₂(N = 3), A₄(N = 4) and D₅(N = 5).

2012, Igor V. Dolgachev, Classical Algebraic Geometry: A Modern View, page 363:

(geometry, algebra) A graph with numerically labelled edges (called branches) representing the spatial relations between a collection of mirrors (or reflecting hyperplanes).

Coxeter-Dynkin diagram
Eugene Dynkin
Harold Scott MacDonald Coxeter