See algebra in All languages combined, or Wiktionary
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algebra, from the Arabic word الْجَبْر (al-jabr, “reunion, resetting of broken parts”) in the title of al-Khwarizmi's influential work الْكِتَاب الْمُخْتَصَر فِي حِسَاب الْجَبْر وَالْمُقَابَلَة (al-kitāb al-muḵtaṣar fī ḥisāb al-jabr wa-l-muqābala, “The Compendious Book on Calculation by Completion and Balancing”).", "forms": [ { "form": "algebras", "tags": [ "plural" ] } ], "head_templates": [ { "args": { "1": "~" }, "expansion": "algebra (countable and uncountable, plural algebras)", "name": "en-noun" } ], "lang": "English", "lang_code": "en", "pos": "noun", "related": [ { "_dis1": "0 0 0 0 0 0 0", "word": "algebraic" }, { "_dis1": "0 0 0 0 0 0 0", "word": "algebraical" }, { "_dis1": "0 0 0 0 0 0 0", "word": "algebraically" }, { "_dis1": "0 0 0 0 0 0 0", "word": "algebraist" }, { "_dis1": "0 0 0 0 0 0 0", "word": "algorithm" } ], "senses": [ { "categories": [ { "kind": "topical", "langcode": "en", "name": "Mathematics", "orig": "en:Mathematics", "parents": [ "Formal sciences", 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27 23 5 3", "kind": "other", "name": "Terms with Tamil translations", "parents": [], "source": "w+disamb" }, { "_dis": "18 16 7 27 23 5 3", "kind": "other", "name": "Terms with Thai translations", "parents": [], "source": "w+disamb" }, { "_dis": "17 16 7 27 24 5 3", "kind": "other", "name": "Terms with Turkish translations", "parents": [], "source": "w+disamb" }, { "_dis": "17 16 8 27 24 5 4", "kind": "other", "name": "Terms with Ukrainian translations", "parents": [], "source": "w+disamb" }, { "_dis": "17 16 7 27 24 5 3", "kind": "other", "name": "Terms with Urdu translations", "parents": [], "source": "w+disamb" }, { "_dis": "18 15 7 26 24 5 3", "kind": "other", "name": "Terms with Vietnamese translations", "parents": [], "source": "w+disamb" }, { "_dis": "17 16 7 27 25 5 3", "kind": "other", "name": "Terms with Võro translations", "parents": [], "source": "w+disamb" }, { "_dis": "16 16 8 27 25 5 3", "kind": "other", "name": "Terms with Welsh translations", "parents": [], "source": 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Murray, editor, A New English Dictionary on Historical Principles: Founded Mainly on the Materials Collected by the Philological Society., volume 1, Oxford: Clarendon Press, published 1888, Part 1, page 217:", "text": "Also the rule of false position, with dyuers examples not only vulgar, but some appertaynyng to the rule of Algeber.", "type": "quote" }, { "ref": "1854, George Boole, “Signs and their Laws”, in An Investigation of the Laws of Thought, on which are Founded the Mathematical Theories of Logic and Probabilities, London: Walton and Maberly, page 37:", "text": "Let us conceive, then, of an Algebra in which the symbols x, y, z, &c. admit indifferently of the values 0 and 1, and of these values alone.", "type": "quote" } ], "glosses": [ "Elementary algebra: A system for representing and manipulating unknown quantities (variables) in equations." ], "id": "en-algebra-en-noun-en:Q3968", "links": [ [ "mathematics", "mathematics" ], [ "Elementary algebra", "elementary algebra" ], [ "unknown", "unknown" ], [ "variables", "variables" ], [ "equation", "equation" ] ], "raw_glosses": [ "(uncountable, mathematics) Elementary algebra: A system for representing and manipulating unknown quantities (variables) in equations." ], "senseid": [ "en:Q3968" ], "tags": [ "uncountable" ], "topics": [ "mathematics", "sciences" ], "translations": [ { "_dis1": "39 9 11 13 7 18 1", "code": "af", "lang": "Afrikaans", "sense": "system for computation", "word": "algebra" }, { "_dis1": "39 9 11 13 7 18 1", "code": "ar", "lang": "Arabic", "roman": "ʕilm al-jabr", "sense": "system for computation", "tags": [ "masculine" ], "word": "عِلْم الْجَبْر" }, { "_dis1": "39 9 11 13 7 18 1", "code": "ar", "lang": "Arabic", "roman": "jabr", "sense": "system for computation", "tags": [ "masculine" ], "word": "جَبْر" }, { "_dis1": "39 9 11 13 7 18 1", "code": "syc", "lang": "Aramaic", "sense": "system for computation", "tags": [ "Classical-Syriac" ], "word": "ܡܘܠܝܐ ܘܦܘܚܡܐ" }, { "_dis1": "39 9 11 13 7 18 1", "code": "hy", "lang": "Armenian", "roman": "hanrahašiv", "sense": "system for computation", "word": "հանրահաշիվ" }, { "_dis1": "39 9 11 13 7 18 1", "code": "ast", "lang": "Asturian", "sense": "system for computation", "tags": [ "feminine" ], "word": "álxebra" }, { "_dis1": "39 9 11 13 7 18 1", "code": "az", "lang": "Azerbaijani", "sense": "system for computation", "word": "cəbr" }, { "_dis1": "39 9 11 13 7 18 1", "code": "be", "lang": "Belarusian", "roman": "álhjebra", "sense": "system for computation", "word": "а́лгебра" }, { "_dis1": "39 9 11 13 7 18 1", "code": "bn", "lang": "Bengali", "roman": "bijgonito", "sense": "system for computation", "word": "বীজগণিত" }, { "_dis1": "39 9 11 13 7 18 1", "code": "br", "lang": "Breton", "sense": "system for computation", "tags": [ "feminine" ], "word": "lizherjedoniezh" }, { "_dis1": "39 9 11 13 7 18 1", "code": "my", "lang": "Burmese", "roman": "akhka.rasanghkya", "sense": "system for computation", "word": "အက္ခရာသင်္ချာ" }, { "_dis1": "39 9 11 13 7 18 1", "code": "ca", "lang": "Catalan", "sense": "system for computation", "tags": [ "feminine" ], "word": "àlgebra" }, { "_dis1": "39 9 11 13 7 18 1", "code": "yue", "lang": "Chinese Cantonese", "sense": "system for computation", "word": "代數" }, { "_dis1": "39 9 11 13 7 18 1", "code": "yue", "lang": "Chinese Cantonese", "roman": "doi⁶ sou³", "sense": "system for computation", "word": "代数" }, { "_dis1": "39 9 11 13 7 18 1", "code": "nan-hbl", "lang": "Chinese", "sense": "system for computation", "tags": [ "Hokkien" ], "word": "代數" }, { "_dis1": "39 9 11 13 7 18 1", "code": "nan-hbl", "lang": "Chinese", "roman": "tāi-sò͘", "sense": "system for computation", "tags": [ "Hokkien" ], "word": "代数" }, { "_dis1": "39 9 11 13 7 18 1", "code": "cmn", "lang": "Chinese Mandarin", "sense": "system for computation", "word": "代數" }, { "_dis1": "39 9 11 13 7 18 1", "code": "cmn", "lang": "Chinese Mandarin", "roman": "dàishù", "sense": "system for computation", "word": "代数" }, { "_dis1": "39 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"kind": "other", "name": "Terms with Thai translations", "parents": [], "source": "w+disamb" }, { "_dis": "17 16 7 27 24 5 3", "kind": "other", "name": "Terms with Turkish translations", "parents": [], "source": "w+disamb" }, { "_dis": "17 16 8 27 24 5 4", "kind": "other", "name": "Terms with Ukrainian translations", "parents": [], "source": "w+disamb" }, { "_dis": "17 16 7 27 24 5 3", "kind": "other", "name": "Terms with Urdu translations", "parents": [], "source": "w+disamb" }, { "_dis": "18 15 7 26 24 5 3", "kind": "other", "name": "Terms with Vietnamese translations", "parents": [], "source": "w+disamb" }, { "_dis": "17 16 7 27 25 5 3", "kind": "other", "name": "Terms with Võro translations", "parents": [], "source": "w+disamb" }, { "_dis": "16 16 8 27 25 5 3", "kind": "other", "name": "Terms with Welsh translations", "parents": [], "source": "w+disamb" }, { "_dis": "17 16 7 27 24 5 3", "kind": "other", "name": "Terms with Yiddish translations", "parents": [], "source": "w+disamb" } ], "glosses": [ "A collection of subsets of a given set, such that this collection contains the empty set, and the collection is closed under unions and complements (and thereby also under intersections and differences)." ], "hyponyms": [ { "word": "σ-algebra" } ], "id": "en-algebra-en-noun-xziIkhVd", "links": [ [ "set theory", "set theory" ], [ "mathematical analysis", "mathematical analysis" ], [ "union", "union" ], [ "complement", "complement" ], [ "intersection", "intersection" ], [ "difference", "difference" ] ], "raw_glosses": [ "(countable, set theory, mathematical analysis) A collection of subsets of a given set, such that this collection contains the empty set, and the collection is closed under unions and complements (and thereby also under intersections and differences)." ], "synonyms": [ { "word": "field of sets" }, { "word": "algebra of sets" } ], "tags": [ "countable" ], "topics": [ "mathematical-analysis", "mathematics", "sciences", "set-theory" ], "translations": [ { "_dis1": "8 12 13 14 46 1 6", "code": "fi", "lang": "Finnish", "sense": "set theory: collection of subsets", "word": "algebra" } ] }, { "categories": [], "examples": [ { "ref": "1663, William Clark, edited by William Hugh Logan, Marciano; or, The discovery: A tragi-comedy, Edinburgh: Reprinted for Private Circulation, published 1871, →ISBN, page 13:", "text": "Fly ! Fly ! avaunt with that base cowardly gibbrish ; That Algebra of honour ; which had never Been nam'd, if all had equal courage—what?", "type": "quote" } ], "glosses": [ "A system or process (especially one that is complex or convoluted) that substitutes one thing for another, or uses signs or symbols to represent concepts or ideas." ], "id": "en-algebra-en-noun-f7nIMhCr", "links": [ [ "convoluted", "convoluted" ] ], "raw_glosses": [ "(figurative) A system or process (especially one that is complex or convoluted) that substitutes one thing for another, or uses signs or symbols to represent concepts or ideas." ], "tags": [ "countable", "figuratively", "uncountable" ] }, { "categories": [ { "kind": "topical", "langcode": "en", "name": "Medicine", "orig": "en:Medicine", "parents": [ "Biology", "Healthcare", "Sciences", "Health", "All topics", "Body", "Fundamental" ], "source": "w" } ], "examples": [ { "ref": "a1420, The British Museum Additional MS, 12,056, “Wounds complicated by the Dislocation of a Bone”, in Robert von Fleischhacker, editor, Lanfranc's \"Science of cirurgie.\", London: K. Paul, Trench, Trübner & Co, translation of original by Lanfranc of Milan, published 1894, →ISBN, page 63:", "text": "Ne take noon hede to brynge togidere þe parties of þe boon þat is to-broken or dislocate, til viij. daies ben goon in þe wyntir, & v. in þe somer; for þanne it schal make quytture, and be sikir from swellynge; & þanne brynge togidere þe brynkis eiþer þe disiuncture after þe techynge þat schal be seid in þe chapitle of algebra.", "type": "quote" }, { "ref": "1987, John Newsome Crossley, “Latency”, in The emergence of number, Singapore: World Scientific, →ISBN, Al-Khwarizwi, page 65:", "text": "Algebra is used today by surgeons to mean bone-setting, i.e. the restoration of bones, and the idea of restoration is present in the mathematical context, too.", "type": "quote" } ], "glosses": [ "The surgical treatment of a dislocated or fractured bone. Also (countable): a dislocation or fracture." ], "id": "en-algebra-en-noun-aPlL3B0U", "links": [ [ "medicine", "medicine" ] ], "raw_glosses": [ "(uncountable, medicine, historical, rare) The surgical treatment of a dislocated or fractured bone. Also (countable): a dislocation or fracture." ], "tags": [ "historical", "rare", "uncountable" ], "topics": [ "medicine", "sciences" ] } ], "sounds": [ { "ipa": "/ˈæl.dʒɪ.bɹə/", "tags": [ "UK" ] }, { "ipa": "/ˈæl.d͡ʒɪ.bɹə/", "tags": [ "US" ] }, { "ipa": "/ˈæl.d͡ʒə.bɹə/", "tags": [ "US" ] }, { "audio": "en-us-algebra.ogg", "mp3_url": "https://upload.wikimedia.org/wikipedia/commons/transcoded/3/30/En-us-algebra.ogg/En-us-algebra.ogg.mp3", "ogg_url": "https://upload.wikimedia.org/wikipedia/commons/3/30/En-us-algebra.ogg" } ], "wikipedia": [ "al-Khwarizmi", "algebra" ], "word": "algebra" }
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Murray, editor, A New English Dictionary on Historical Principles: Founded Mainly on the Materials Collected by the Philological Society., volume 1, Oxford: Clarendon Press, published 1888, Part 1, page 217:", "text": "Also the rule of false position, with dyuers examples not only vulgar, but some appertaynyng to the rule of Algeber.", "type": "quote" }, { "ref": "1854, George Boole, “Signs and their Laws”, in An Investigation of the Laws of Thought, on which are Founded the Mathematical Theories of Logic and Probabilities, London: Walton and Maberly, page 37:", "text": "Let us conceive, then, of an Algebra in which the symbols x, y, z, &c. admit indifferently of the values 0 and 1, and of these values alone.", "type": "quote" } ], "glosses": [ "Elementary algebra: A system for representing and manipulating unknown quantities (variables) in equations." ], "links": [ [ "mathematics", "mathematics" ], [ "Elementary algebra", "elementary algebra" ], [ "unknown", "unknown" ], [ 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"maps", "maps" ], [ "morphism", "morphism" ] ], "raw_glosses": [ "(uncountable, mathematics, sometimes capitalized) Abstract algebra: A broad field of study in modern mathematics (often mentioned alongside analysis) loosely characterized by its concern for abstraction and symmetry, dealing with the behavior, classification, and application of a large class of objects (called algebraic structures) and the maps between them (called, most generally, morphisms)." ], "tags": [ "capitalized", "sometimes", "uncountable" ], "topics": [ "mathematics", "sciences" ] }, { "categories": [ "English countable nouns", "en:Algebra", "en:Mathematics" ], "glosses": [ "Any of several objects of study in Algebra", "A universal algebra." ], "links": [ [ "mathematics", "mathematics" ], [ "algebra", "algebra" ], [ "universal algebra", "universal algebra" ] ], "raw_glosses": [ "(countable, mathematics, algebra) Any of several objects of study in Algebra", "A universal algebra." ], "tags": [ "countable", "uncountable" ], "topics": [ "algebra", "mathematics", "sciences" ] }, { "categories": [ "English countable nouns", "en:Algebra", "en:Mathematics" ], "glosses": [ "Any of several objects of study in Algebra", "An algebraic structure consisting of a module over a commutative ring (or a vector space over a field) along with an additional binary operation that is bilinear over module (or vector) addition and scalar multiplication." ], "links": [ [ "mathematics", "mathematics" ], [ "algebra", "algebra" ], [ "module", "module" ], [ "commutative", "commutative" ], [ "ring", "ring" ], [ "vector space", "vector space" ], [ "field", "field" ], [ "binary operation", "binary operation" ], [ "bilinear", "bilinear" ] ], "raw_glosses": [ "(countable, mathematics, algebra) Any of several objects of study in Algebra", "An algebraic structure consisting of a module over a commutative ring (or a vector space over a field) along with an additional binary operation that is bilinear over module (or vector) addition and scalar multiplication." ], "synonyms": [ { "word": "algebra over a field" }, { "word": "algebra over a ring" } ], "tags": [ "countable", "uncountable" ], "topics": [ "algebra", "mathematics", "sciences" ] }, { "categories": [ "English countable nouns", "en:Mathematical analysis", "en:Set theory" ], "glosses": [ "A collection of subsets of a given set, such that this collection contains the empty set, and the collection is closed under unions and complements (and thereby also under intersections and differences)." ], "hyponyms": [ { "word": "σ-algebra" } ], "links": [ [ "set theory", "set theory" ], [ "mathematical analysis", "mathematical analysis" ], [ "union", "union" ], [ "complement", "complement" ], [ "intersection", "intersection" ], [ "difference", "difference" ] ], "raw_glosses": [ "(countable, set theory, mathematical analysis) A collection of subsets of a given set, such that this collection contains the empty set, and the collection is closed under unions and complements (and thereby also under intersections and differences)." ], "synonyms": [ { "word": "field of sets" }, { "word": "algebra of sets" } ], "tags": [ "countable" ], "topics": [ "mathematical-analysis", "mathematics", "sciences", "set-theory" ] }, { "categories": [ "English terms with quotations" ], "examples": [ { "ref": "1663, William Clark, edited by William Hugh Logan, Marciano; or, The discovery: A tragi-comedy, Edinburgh: Reprinted for Private Circulation, published 1871, →ISBN, page 13:", "text": "Fly ! Fly ! avaunt with that base cowardly gibbrish ; That Algebra of honour ; which had never Been nam'd, if all had equal courage—what?", "type": "quote" } ], "glosses": [ "A system or process (especially one that is complex or convoluted) that substitutes one thing for another, or uses signs or symbols to represent concepts or ideas." ], "links": [ [ "convoluted", "convoluted" ] ], "raw_glosses": [ "(figurative) A system or process (especially one that is complex or convoluted) that substitutes one thing for another, or uses signs or symbols to represent concepts or ideas." ], "tags": [ "countable", "figuratively", "uncountable" ] }, { "categories": [ "English countable nouns", "English terms with historical senses", "English terms with quotations", "English terms with rare senses", "English uncountable nouns", "en:Medicine" ], "examples": [ { "ref": "a1420, The British Museum Additional MS, 12,056, “Wounds complicated by the Dislocation of a Bone”, in Robert von Fleischhacker, editor, Lanfranc's \"Science of cirurgie.\", London: K. Paul, Trench, Trübner & Co, translation of original by Lanfranc of Milan, published 1894, →ISBN, page 63:", "text": "Ne take noon hede to brynge togidere þe parties of þe boon þat is to-broken or dislocate, til viij. daies ben goon in þe wyntir, & v. in þe somer; for þanne it schal make quytture, and be sikir from swellynge; & þanne brynge togidere þe brynkis eiþer þe disiuncture after þe techynge þat schal be seid in þe chapitle of algebra.", "type": "quote" }, { "ref": "1987, John Newsome Crossley, “Latency”, in The emergence of number, Singapore: World Scientific, →ISBN, Al-Khwarizwi, page 65:", "text": "Algebra is used today by surgeons to mean bone-setting, i.e. the restoration of bones, and the idea of restoration is present in the mathematical context, too.", "type": "quote" } ], "glosses": [ "The surgical treatment of a dislocated or fractured bone. Also (countable): a dislocation or fracture." ], "links": [ [ "medicine", "medicine" ] ], "raw_glosses": [ "(uncountable, medicine, historical, rare) The surgical treatment of a dislocated or fractured bone. Also (countable): a dislocation or fracture." ], "tags": [ "historical", "rare", "uncountable" ], "topics": [ "medicine", "sciences" ] } ], "sounds": [ { "ipa": "/ˈæl.dʒɪ.bɹə/", "tags": [ "UK" ] }, { "ipa": "/ˈæl.d͡ʒɪ.bɹə/", "tags": [ "US" ] }, { "ipa": "/ˈæl.d͡ʒə.bɹə/", "tags": [ "US" ] }, { "audio": "en-us-algebra.ogg", "mp3_url": "https://upload.wikimedia.org/wikipedia/commons/transcoded/3/30/En-us-algebra.ogg/En-us-algebra.ogg.mp3", "ogg_url": "https://upload.wikimedia.org/wikipedia/commons/3/30/En-us-algebra.ogg" } ], "translations": [ { "code": "af", "lang": "Afrikaans", "sense": "system for computation", "word": "algebra" }, { "code": "ar", "lang": "Arabic", "roman": "ʕilm al-jabr", "sense": "system for computation", "tags": [ "masculine" ], "word": "عِلْم الْجَبْر" }, { "code": "ar", "lang": "Arabic", "roman": "jabr", "sense": "system for computation", "tags": [ "masculine" ], "word": "جَبْر" }, { "code": "syc", "lang": "Aramaic", "sense": "system for computation", "tags": [ "Classical-Syriac" ], "word": "ܡܘܠܝܐ ܘܦܘܚܡܐ" }, { "code": "hy", "lang": "Armenian", "roman": "hanrahašiv", "sense": "system for computation", "word": "հանրահաշիվ" }, { "code": "ast", "lang": "Asturian", "sense": "system for computation", "tags": [ "feminine" ], "word": "álxebra" }, { "code": "az", "lang": "Azerbaijani", "sense": "system for computation", "word": "cəbr" }, { "code": "be", "lang": "Belarusian", "roman": "álhjebra", "sense": "system for computation", "word": "а́лгебра" }, { "code": "bn", "lang": "Bengali", "roman": "bijgonito", "sense": "system for computation", "word": "বীজগণিত" }, { "code": "br", "lang": "Breton", "sense": "system for computation", "tags": [ "feminine" ], "word": "lizherjedoniezh" }, { "code": "my", "lang": "Burmese", "roman": "akhka.rasanghkya", "sense": "system for computation", "word": "အက္ခရာသင်္ချာ" }, { "code": "ca", "lang": "Catalan", "sense": "system for computation", "tags": [ "feminine" ], "word": "àlgebra" }, { "code": "yue", "lang": "Chinese Cantonese", "sense": "system for computation", "word": "代數" }, { "code": "yue", "lang": "Chinese Cantonese", "roman": "doi⁶ sou³", "sense": "system for computation", "word": "代数" }, { "code": "nan-hbl", "lang": "Chinese", "sense": "system for computation", "tags": [ "Hokkien" ], "word": "代數" }, { "code": "nan-hbl", "lang": "Chinese", "roman": "tāi-sò͘", "sense": "system for computation", "tags": [ "Hokkien" ], "word": "代数" }, { "code": "cmn", "lang": "Chinese Mandarin", "sense": "system for computation", "word": "代數" }, { "code": "cmn", "lang": "Chinese Mandarin", "roman": "dàishù", "sense": "system for computation", "word": "代数" }, { "code": "cs", "lang": "Czech", "sense": "system for computation", "tags": [ "feminine" ], "word": "algebra" }, { "code": "da", "lang": "Danish", "sense": "system for computation", "tags": [ "common-gender" ], "word": "algebra" }, { "code": "nl", "lang": "Dutch", "sense": "system for computation", "tags": [ "masculine" ], "word": "algebra" }, { "code": "nl", "lang": "Dutch", "sense": "system for computation", "tags": [ "feminine" ], "word": "stelkunde" }, { "code": "eo", "lang": "Esperanto", "sense": "system for computation", "word": "algebro" }, { "code": "et", "lang": "Estonian", "sense": "system for computation", "word": "algebra" }, { "code": "fi", "lang": "Finnish", "sense": "system for computation", "word": "algebra" }, { "code": "fr", "lang": "French", "sense": "system for computation", "tags": [ "feminine" ], "word": "algèbre" }, { "code": "gl", "lang": "Galician", "sense": "system for computation", "tags": [ "feminine" ], "word": "álxebra" }, { "code": "ka", "lang": "Georgian", "sense": "system for computation", "topics": [ "algebra", "mathematics", "sciences" ], "word": "ალგებრა" }, { "code": "de", "lang": "German", "sense": "system for computation", "tags": [ "feminine" ], "word": "Algebra" }, { "code": "el", "lang": "Greek", "roman": "álgevra", "sense": "system for computation", "tags": [ "feminine" ], "word": "άλγεβρα" }, { "code": "gu", "lang": "Gujarati", "roman": "bījgaṇit", "sense": "system for computation", "word": "બીજગણિત" }, { "code": "he", "lang": "Hebrew", "sense": "system for computation", "tags": [ "feminine" ], "topics": [ "algebra", "mathematics", "sciences" ], "word": "אַלגֶבּרָה" }, { "code": "hi", "lang": "Hindi", "roman": "bījagṇit", "sense": "system for computation", "tags": [ "feminine" ], "word": "बीजगणित" }, { "code": "hu", "lang": "Hungarian", "sense": "system for computation", "word": "algebra" }, { "code": "is", "lang": "Icelandic", "sense": "system for computation", "tags": [ "feminine" ], "word": "merkjamálsfræði" }, { "code": "io", "lang": "Ido", "sense": "system for computation", "word": "algebro" }, { "code": "id", "lang": "Indonesian", "sense": "system for computation", "word": "aljabar" }, { "code": "id", "lang": "Indonesian", "sense": "system for computation", "word": "ilmu hitung" }, { "code": "ga", "lang": "Irish", "sense": "system for computation", "tags": [ "masculine" ], "word": "ailgéabar" }, { "code": "it", "lang": "Italian", "sense": "system for computation", "tags": [ "feminine" ], "word": "algebra" }, { "alt": "だいすう", "code": "ja", "lang": "Japanese", "roman": "daisū", "sense": "system for computation", "word": "代数" }, { "code": "kn", "lang": "Kannada", "roman": "bījagaṇita", "sense": "system for computation", "word": "ಬೀಜಗಣಿತ" }, { "code": "kk", "lang": "Kazakh", "sense": "system for computation", "topics": [ "algebra", "mathematics", "sciences" ], "word": "алгебра" }, { "code": "km", "lang": "Khmer", "roman": "piicĕəʼkĕəʼnət", "sense": "system for computation", "word": "ពីជគណិត" }, { "alt": "代數", "code": "ko", "lang": "Korean", "roman": "daesu", "sense": "system for computation", "word": "대수" }, { "code": "lv", "lang": "Latvian", "sense": "system for computation", "tags": [ "feminine" ], "word": "algebra" }, { "code": "lt", "lang": "Lithuanian", "sense": "system for computation", "tags": [ "feminine" ], "word": "algebra" }, { "code": "mk", "lang": "Macedonian", "roman": "algébra", "sense": "system for computation", "tags": [ "feminine" ], "word": "алге́бра" }, { "code": "ms", "lang": "Malay", "sense": "system for computation", "word": "aljabar" }, { "code": "ms", "lang": "Malay", "sense": "system for computation", "word": "algebra" }, { "code": "ml", "lang": "Malayalam", "roman": "bījagaṇitaṁ", "sense": "system for computation", "word": "ബീജഗണിതം" }, { "code": "mt", "lang": "Maltese", "sense": "system for computation", "word": "alġebra" }, { "code": "no", "lang": "Norwegian", "sense": "system for computation", "word": "algebra" }, { "code": "oc", "lang": "Occitan", "sense": "system for computation", "tags": [ "feminine" ], "word": "algèbra" }, { "code": "or", "lang": "Odia", "roman": "bijagaṇita", "sense": "system for computation", "word": "ବୀଜଗଣିତ" }, { "code": "fa", "lang": "Persian", "roman": "jabr", "sense": "system for computation", "word": "جبر" }, { "code": "pl", "lang": "Polish", "sense": "system for computation", "tags": [ "feminine" ], "word": "algebra" }, { "code": "pt", "lang": "Portuguese", "sense": "system for computation", "tags": [ "feminine" ], "word": "álgebra" }, { "code": "pa", "lang": "Punjabi", "roman": "alajbarā", "sense": "system for computation", "tags": [ "masculine" ], "word": "ਅਲਜਬਰਾ" }, { "code": "pa", "lang": "Punjabi", "roman": "bīj gaṇit", "sense": "system for computation", "tags": [ "masculine" ], "word": "ਬੀਜ ਗਣਿਤ" }, { "code": "ro", "lang": "Romanian", "sense": "system for computation", "tags": [ "feminine" ], "word": "algebră" }, { "code": "ru", "lang": "Russian", "roman": "álgebra", "sense": "system for computation", "tags": [ "feminine" ], "word": "а́лгебра" }, { "code": "sco", "lang": "Scots", "sense": "system for computation", "word": "algebra" }, { "code": "sh", "lang": "Serbo-Croatian", "sense": "system for computation", "tags": [ "Cyrillic", "feminine" ], "word": "алгебра" }, { "code": "sh", "lang": "Serbo-Croatian", "sense": "system for computation", "tags": [ "Roman", "feminine" ], "word": "algebra" }, { "code": "sk", "lang": "Slovak", "sense": "system for computation", "tags": [ "feminine" ], "word": "algebra" }, { "code": "sl", "lang": "Slovene", "sense": "system for computation", "tags": [ "feminine" ], "word": "algebra" }, { "code": "es", "lang": "Spanish", "sense": "system for computation", "tags": [ "feminine" ], "word": "álgebra" }, { "code": "sw", "lang": "Swahili", "sense": "system for computation", "word": "aljebra" }, { "code": "sv", "lang": "Swedish", "sense": "system for computation", "tags": [ "common-gender" ], "word": "algebra" }, { "code": "tl", "lang": "Tagalog", "sense": "system for computation", "word": "panandaan" }, { "code": "ta", "lang": "Tamil", "roman": "iyaṟkaṇitam", "sense": "system for computation", "word": "இயற்கணிதம்" }, { "code": "th", "lang": "Thai", "roman": "pii-chá-ká-nít", "sense": "system for computation", "word": "พีชคณิต" }, { "code": "tr", "lang": "Turkish", "sense": "system for computation", "word": "cebir" }, { "code": "ur", "lang": "Urdu", "roman": "aljabrā", "sense": "system for computation", "tags": [ "masculine" ], "word": "الجبرا" }, { "alt": "代數", "code": "vi", "lang": "Vietnamese", "sense": "system for computation", "word": "đại số" }, { "code": "cy", "lang": "Welsh", "sense": "system for computation", "tags": [ "feminine", "masculine" ], "word": "algebra" }, { "code": "yi", "lang": "Yiddish", "roman": "algebre", "sense": "system for computation", "tags": [ "feminine" ], "word": "אַלגעברע" }, { "code": "af", "lang": "Afrikaans", "sense": "study of algebraic structures", "word": "algebra" }, { "code": "ar", "lang": "Arabic", "roman": "jabr", "sense": "study of algebraic structures", "tags": [ "masculine" ], "word": "جَبْر" }, { "code": "ar", "lang": "Arabic", "roman": "ʕilm al-jabr", "sense": "study of algebraic structures", "tags": [ "masculine" ], "word": "عِلْم الْجَبْر" }, { "code": "hy", "lang": "Armenian", "roman": "hanrahašiv", "sense": "study of algebraic structures", "word": "հանրահաշիվ" }, { "code": "be", "lang": "Belarusian", "roman": "álhjebra", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "а́лгебра" }, { "code": "bg", "lang": "Bulgarian", "roman": "álgebra", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "а́лгебра" }, { "code": "yue", "lang": "Chinese Cantonese", "sense": "study of algebraic structures", "word": "代數學" }, { "code": "yue", "lang": "Chinese Cantonese", "roman": "doi⁶ sou³ hok⁶", "sense": "study of algebraic structures", "word": "代数学" }, { "code": "cmn", "lang": "Chinese Mandarin", "sense": "study of algebraic structures", "word": "代數學" }, { "code": "cmn", "lang": "Chinese Mandarin", "roman": "dàishùxué", "sense": "study of algebraic structures", "word": "代数学" }, { "code": "cs", "lang": "Czech", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "algebra" }, { "code": "da", "lang": "Danish", "sense": "study of algebraic structures", "tags": [ "common-gender" ], "word": "algebra" }, { "code": "et", "lang": "Estonian", "sense": "study of algebraic structures", "word": "algebra" }, { "code": "fj", "lang": "Fijian", "sense": "study of algebraic structures", "word": "ivakavakadina" }, { "code": "fi", "lang": "Finnish", "sense": "study of algebraic structures", "word": "algebra" }, { "code": "fr", "lang": "French", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "algèbre" }, { "code": "ka", "lang": "Georgian", "sense": "study of algebraic structures", "topics": [ "algebra", "mathematics", "sciences" ], "word": "ალგებრა" }, { "code": "de", "lang": "German", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "Algebra" }, { "code": "el", "lang": "Greek", "roman": "álgevra", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "άλγεβρα" }, { "code": "ht", "lang": "Haitian Creole", "sense": "study of algebraic structures", "word": "aljèb" }, { "code": "hi", "lang": "Hindi", "roman": "bījagṇit", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "बीजगणित" }, { "code": "hu", "lang": "Hungarian", "sense": "study of algebraic structures", "word": "algebra" }, { "code": "is", "lang": "Icelandic", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "merkjamálsfræði" }, { "code": "iu", "lang": "Inuktitut", "roman": "titiqqat naasaotinngoqticialiit", "sense": "study of algebraic structures", "word": "ᑎᑎᖅᖃᑦ ᓈᓴᐅᑎᓐᖑᖅᑎᒋᐊᓖᑦ" }, { "code": "ga", "lang": "Irish", "sense": "study of algebraic structures", "tags": [ "masculine" ], "word": "ailgéabar" }, { "alt": "だいすうがく", "code": "ja", "lang": "Japanese", "roman": "daisūgaku", "sense": "study of algebraic structures", "word": "代数学" }, { "alt": "代數學", "code": "ko", "lang": "Korean", "roman": "daesuhak", "sense": "study of algebraic structures", "word": "대수학" }, { "code": "mk", "lang": "Macedonian", "roman": "algébra", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "алге́бра" }, { "code": "ms", "lang": "Malay", "sense": "study of algebraic structures", "word": "aljabar" }, { "code": "ms", "lang": "Malay", "sense": "study of algebraic structures", "word": "algebra" }, { "code": "ml", "lang": "Malayalam", "roman": "bījagaṇitaṁ", "sense": "study of algebraic structures", "word": "ബീജഗണിതം" }, { "code": "gv", "lang": "Manx", "sense": "study of algebraic structures", "tags": [ "masculine" ], "word": "algeerey" }, { "code": "or", "lang": "Odia", "roman": "bijagaṇita", "sense": "study of algebraic structures", "word": "ବୀଜଗଣିତ" }, { "code": "fa", "lang": "Persian", "roman": "jabr", "sense": "study of algebraic structures", "word": "جبر" }, { "code": "pl", "lang": "Polish", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "algebra" }, { "code": "pt", "lang": "Portuguese", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "álgebra" }, { "code": "qu", "lang": "Quechua", "sense": "study of algebraic structures", "word": "qillqanancha kamay" }, { "code": "qu", "lang": "Quechua", "sense": "study of algebraic structures", "word": "alhibra" }, { "code": "ro", "lang": "Romanian", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "algebră" }, { "code": "ru", "lang": "Russian", "roman": "álgebra", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "а́лгебра" }, { "code": "gd", "lang": "Scottish Gaelic", "sense": "study of algebraic structures", "tags": [ "masculine" ], "word": "ailseabra" }, { "code": "sh", "lang": "Serbo-Croatian", "sense": "study of algebraic structures", "tags": [ "Cyrillic", "feminine" ], "word": "алгебра" }, { "code": "sh", "lang": "Serbo-Croatian", "sense": "study of algebraic structures", "tags": [ "Roman", "feminine" ], "word": "algebra" }, { "code": "scn", "lang": "Sicilian", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "àlgibbra" }, { "code": "es", "lang": "Spanish", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "álgebra" }, { "code": "tr", "lang": "Turkish", "sense": "study of algebraic structures", "word": "cebir" }, { "code": "uk", "lang": "Ukrainian", "roman": "álhebra", "sense": "study of algebraic structures", "tags": [ "feminine" ], "word": "а́лгебра" }, { "code": "ur", "lang": "Urdu", "roman": "aljabrā", "sense": "study of algebraic structures", "tags": [ "masculine" ], "word": "الجبرا" }, { "alt": "代數學", "code": "vi", "lang": "Vietnamese", "sense": "study of algebraic structures", "word": "đại số học" }, { "code": "vro", "lang": "Võro", "sense": "study of algebraic structures", "word": "algõbra" }, { "code": "af", "lang": "Afrikaans", "sense": "structure", "word": "algebra" }, { "code": "cmn", "lang": "Chinese Mandarin", "sense": "structure", "word": "代數" }, { "code": "cmn", "lang": "Chinese Mandarin", "roman": "dàishù", "sense": "structure", "word": "代数" }, { "code": "cs", "lang": "Czech", "sense": "structure", "tags": [ "feminine" ], "word": "algebra" }, { "code": "et", "lang": "Estonian", "sense": "structure", "word": "algebra" }, { "code": "fi", "lang": "Finnish", "sense": "structure", "word": "algebra" }, { "code": "fr", "lang": "French", "sense": "structure", "tags": [ "feminine" ], "word": "algèbre" }, { "code": "hu", "lang": "Hungarian", "sense": "structure", "word": "algebra" }, { "alt": "たげんかん", "code": "ja", "lang": "Japanese", "roman": "tagenkan", "sense": "structure", "word": "多元環" }, { "code": "mk", "lang": "Macedonian", "roman": "algébra", "sense": "structure", "tags": [ "feminine" ], "word": "алге́бра" }, { "code": "pl", "lang": "Polish", "sense": "structure", "tags": [ "feminine" ], "word": "algebra" }, { "code": "pt", "lang": "Portuguese", "sense": "structure", "tags": [ "feminine" ], "word": "álgebra" }, { "code": "ru", "lang": "Russian", "roman": "álgebra", "sense": "structure", "tags": [ "feminine" ], "word": "а́лгебра" }, { "code": "sh", "lang": "Serbo-Croatian", "sense": "structure", "tags": [ "Cyrillic", "feminine" ], "word": "алгебра" }, { "code": "sh", "lang": "Serbo-Croatian", "sense": "structure", "tags": [ "Roman", "feminine" ], "word": "algebra" }, { "code": "es", "lang": "Spanish", "sense": "structure", "tags": [ "feminine" ], "word": "álgebra" }, { "code": "fi", "lang": "Finnish", "sense": "set theory: collection of subsets", "word": "algebra" }, { "code": "fi", "lang": "Finnish", "sense": "one of several other types of mathematical structure", "word": "algebra" } ], "wikipedia": [ "al-Khwarizmi", "algebra" ], "word": "algebra" }
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This page is a part of the kaikki.org machine-readable English dictionary. This dictionary is based on structured data extracted on 2024-12-15 from the enwiktionary dump dated 2024-12-04 using wiktextract (8a39820 and 4401a4c). The data shown on this site has been post-processed and various details (e.g., extra categories) removed, some information disambiguated, and additional data merged from other sources. See the raw data download page for the unprocessed wiktextract data.
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