See 代數 in All languages combined, or Wiktionary
Download JSON data for 代數 meaning in Chinese (10.5kB)
{
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"2": "Li Shanlan",
"in": "1859",
"nat": "the Qing dynasty",
"occ": "mathematician"
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"expansion": "Coined by the Qing dynasty mathematician Li Shanlan in 1859",
"name": "coin"
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{
"args": {
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"2": "en",
"3": "algebra"
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"etymology_text": "Coined by the Qing dynasty mathematician Li Shanlan in 1859 as a translation of English algebra, literally \"(symbols) representing numbers\".",
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"expansion": "代數",
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"lang": "Chinese",
"lang_code": "zh",
"pos": "noun",
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"glosses": [
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"id": "en-代數-zh-noun-7HUtHRC2",
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[
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],
"raw_glosses": [
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],
"synonyms": [
{
"roman": "dàishùxué",
"word": "代數學／代数学"
},
{
"roman": "dàishùxué",
"word": "代數學"
},
{
"roman": "dàishùxué",
"word": "代数学"
},
{
"tags": [
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"word": "алгебра"
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{
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"zh-pron": "ㄉㄞˋ ㄕㄨˋ"
},
{
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"Jyutping"
],
"zh-pron": "doi⁶ sou³"
},
{
"zh-pron": "tāi-sò͘"
},
{
"tags": [
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"Mandarin"
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"zh-pron": "dàishù"
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{
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],
"zh-pron": "dàishù"
},
{
"tags": [
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"zh-pron": "tai⁴-shu⁴"
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{
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"zh-pron": "dài-shù"
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{
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],
"zh-pron": "dayshuh"
},
{
"tags": [
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],
"zh-pron": "дайшу"
},
{
"tags": [
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"Palladius"
],
"zh-pron": "dajšu"
},
{
"ipa": "/taɪ̯⁵¹⁻⁵³ ʂu⁵¹/",
"tags": [
"Mandarin",
"Sinological-IPA"
]
},
{
"tags": [
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"Yale"
],
"zh-pron": "doih sou"
},
{
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"zh-pron": "doi⁶ sou³"
},
{
"tags": [
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"Guangdong-Romanization"
],
"zh-pron": "doi⁶ sou³"
},
{
"ipa": "/tɔːi̯²² sou̯³³/",
"tags": [
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]
},
{
"tags": [
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],
"zh-pron": "tāi-sò͘"
},
{
"tags": [
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"Tai-lo"
],
"zh-pron": "tāi-sòo"
},
{
"tags": [
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"Phofsit-Daibuun"
],
"zh-pron": "daixsox"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/",
"tags": [
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"Xiamen"
]
},
{
"ipa": "/tai⁴¹⁻²² sɔ⁴¹/",
"tags": [
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"Quanzhou"
]
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/",
"tags": [
"Hokkien",
"Zhangzhou"
]
},
{
"ipa": "/tai³³⁻¹¹ sɔ¹¹/",
"tags": [
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"Taipei"
]
},
{
"ipa": "/tai³³⁻²¹ sɔ²¹/",
"tags": [
"Hokkien",
"Kaohsiung"
]
},
{
"ipa": "/taɪ̯⁵¹⁻⁵³ ʂu⁵¹/"
},
{
"ipa": "/tɔːi̯²² sou̯³³/"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/"
},
{
"ipa": "/tai⁴¹⁻²² sɔ⁴¹/"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/"
},
{
"ipa": "/tai³³⁻¹¹ sɔ¹¹/"
},
{
"ipa": "/tai³³⁻²¹ sɔ²¹/"
}
],
"wikipedia": [
"Qing dynasty"
],
"word": "代數"
}
{
"antonyms": [
{
"roman": "chāoyuè",
"word": "超越"
}
],
"descendants": [
{
"depth": 0,
"templates": [
{
"args": {
"1": "zh",
"2": "代數"
},
"expansion": "代數",
"name": "lang"
},
{
"args": {
"1": "ja",
"2": "-",
"bor": "1"
},
"expansion": "→ Japanese:",
"name": "desc"
},
{
"args": {
"1": "代数",
"2": "だいすう",
"gloss": ""
},
"expansion": "代数(だいすう) (daisū)",
"name": "ja-r"
},
{
"args": {
"1": "ko",
"2": "대수(代數)",
"3": "",
"4": "",
"5": "",
"bor": "1",
"t": "",
"t2": "",
"t3": "",
"t4": ""
},
"expansion": "→ Korean: 대수(代數) (daesu)",
"name": "desc"
},
{
"args": {
"1": "vi",
"2": "代數",
"sc": "Hani"
},
"expansion": "代數",
"name": "l"
},
{
"args": {
"1": "vi",
"2": "đại số",
"bor": "1",
"t": "",
"tr": "代數"
},
"expansion": "→ Vietnamese: đại số (代數)",
"name": "desc"
},
{
"args": {
"1": "代數",
"2": "だいすう",
"3": "대수",
"4": "đại số",
"5": "",
"6": "",
"h": "代數",
"j2": "",
"j2t": "",
"j3": "",
"j3t": "",
"j4": "",
"j4t": "",
"jdesc": "",
"jje2": "",
"jje2t": "",
"jje3": "",
"jje3t": "",
"jje4": "",
"jje4t": "",
"jjedesc": "",
"jjet": "",
"jt": "",
"k2": "",
"k2t": "",
"k3": "",
"k3t": "",
"k4": "",
"k4t": "",
"kdesc": "",
"kt": "",
"o": "代數",
"o2": "",
"o2t": "",
"o3": "",
"o3t": "",
"o4": "",
"o4t": "",
"odesc": "",
"ot": "",
"s": "代数",
"v": "代數",
"v2": "",
"v2t": "",
"v3": "",
"v3t": "",
"v4": "",
"v4t": "",
"vdesc": "",
"vt": ""
},
"expansion": "Sino-Xenic (代數):\n* → Japanese: 代数(だいすう) (daisū)\n* → Korean: 대수(代數) (daesu)\n* → Vietnamese: đại số (代數)",
"name": "CJKV/code"
},
{
"args": {
"1": "",
"2": "だいすう",
"3": "대수",
"4": "đại số",
"s": "代数"
},
"expansion": "Sino-Xenic (代數):\n* → Japanese: 代数(だいすう) (daisū)\n* → Korean: 대수(代數) (daesu)\n* → Vietnamese: đại số (代數)",
"name": "CJKV"
}
],
"text": "Sino-Xenic (代數):\n* → Japanese: 代数(だいすう) (daisū)\n* → Korean: 대수(代數) (daesu)\n* → Vietnamese: đại số (代數)"
}
],
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"name": "coin"
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{
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"2": "en",
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],
"etymology_text": "Coined by the Qing dynasty mathematician Li Shanlan in 1859 as a translation of English algebra, literally \"(symbols) representing numbers\".",
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"args": {
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"2": "adjective"
},
"expansion": "代數",
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],
"lang": "Chinese",
"lang_code": "zh",
"pos": "adj",
"senses": [
{
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"kind": "topical",
"langcode": "zh",
"name": "Mathematics",
"orig": "zh:Mathematics",
"parents": [
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"All topics",
"Fundamental"
],
"source": "w"
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"parents": [
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],
"derived": [
{
"roman": "dàishù hánshù",
"word": "代數函數"
},
{
"roman": "dàishù hánshù",
"word": "代数函数"
},
{
"roman": "dàishùxué",
"word": "代數學"
},
{
"roman": "dàishùxué",
"word": "代数学"
},
{
"roman": "dàishù jǐhé",
"word": "代數幾何"
},
{
"roman": "dàishù jǐhé",
"word": "代数几何"
},
{
"roman": "dàishùshì",
"word": "代數式"
},
{
"roman": "dàishùshì",
"word": "代数式"
},
{
"roman": "dàishùshù",
"word": "代數數"
},
{
"roman": "dàishùshù",
"word": "代数数"
},
{
"roman": "dàishù zhěngshù",
"word": "代數整數"
},
{
"roman": "dàishù zhěngshù",
"word": "代数整数"
},
{
"roman": "dàishùshùlùn",
"word": "代數數論"
},
{
"roman": "dàishùshùlùn",
"word": "代数数论"
},
{
"roman": "dàishù fāngchéng",
"word": "代數方程"
},
{
"roman": "dàishù fāngchéng",
"word": "代数方程"
},
{
"word": "代數無關"
},
{
"word": "代数无关"
},
{
"word": "代數相關"
},
{
"word": "代数相关"
},
{
"roman": "chōuxiàng dàishù",
"word": "抽象代數"
},
{
"roman": "chōuxiàng dàishù",
"word": "抽象代数"
},
{
"roman": "chōuxiàng dàishùxué",
"word": "抽象代數學"
},
{
"roman": "chōuxiàng dàishùxué",
"word": "抽象代数学"
},
{
"roman": "xiànxìng dàishù",
"word": "線性代數"
},
{
"roman": "xiànxìng dàishù",
"word": "线性代数"
}
],
"examples": [
{
"english": "algebraic number",
"roman": "dàishùshù",
"text": "代數數／代数数",
"type": "example"
},
{
"english": "Particularly, the extension field of K is algebraic if and only if its transcendence degree on K is zero.",
"ref": "特別，K的擴域是代數的，當且僅當它在K上的超越次數為零。 [MSC, trad.]",
"text": "特别，K的扩域是代数的，当且仅当它在K上的超越次数为零。 [MSC, simp.]\nFrom: 2003, 朱尧辰 (Zhu Yaochen), 徐广善 (Xu Guangshan), 《超越数引论》 [Introduction to Transcendental Number]\nTèbié, K de kuòyù shì dàishù de, dāngqiějǐndāng tā zài K shàng de chāoyuè cìshù wèi líng. [Pinyin]",
"type": "example"
}
],
"glosses": [
"algebraic"
],
"id": "en-代數-zh-adj-NXbCDnmJ",
"links": [
[
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"algebraic"
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],
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"(mathematics) algebraic"
],
"topics": [
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"sciences"
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}
],
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],
"zh-pron": "dàishù"
},
{
"tags": [
"Mandarin",
"bopomofo"
],
"zh-pron": "ㄉㄞˋ ㄕㄨˋ"
},
{
"tags": [
"Cantonese",
"Jyutping"
],
"zh-pron": "doi⁶ sou³"
},
{
"zh-pron": "tāi-sò͘"
},
{
"tags": [
"Hanyu-Pinyin",
"Mandarin"
],
"zh-pron": "dàishù"
},
{
"tags": [
"Mandarin",
"Tongyong-Pinyin"
],
"zh-pron": "dàishù"
},
{
"tags": [
"Mandarin",
"Wade-Giles"
],
"zh-pron": "tai⁴-shu⁴"
},
{
"tags": [
"Mandarin",
"Yale"
],
"zh-pron": "dài-shù"
},
{
"tags": [
"Gwoyeu-Romatsyh",
"Mandarin"
],
"zh-pron": "dayshuh"
},
{
"tags": [
"Mandarin",
"Palladius"
],
"zh-pron": "дайшу"
},
{
"tags": [
"Mandarin",
"Palladius"
],
"zh-pron": "dajšu"
},
{
"ipa": "/taɪ̯⁵¹⁻⁵³ ʂu⁵¹/",
"tags": [
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"Sinological-IPA"
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{
"tags": [
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"Yale"
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"zh-pron": "doih sou"
},
{
"tags": [
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"zh-pron": "doi⁶ sou³"
},
{
"tags": [
"Cantonese",
"Guangdong-Romanization"
],
"zh-pron": "doi⁶ sou³"
},
{
"ipa": "/tɔːi̯²² sou̯³³/",
"tags": [
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},
{
"tags": [
"Hokkien",
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"zh-pron": "tāi-sò͘"
},
{
"tags": [
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"zh-pron": "tāi-sòo"
},
{
"tags": [
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],
"zh-pron": "daixsox"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/",
"tags": [
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"Xiamen"
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},
{
"ipa": "/tai⁴¹⁻²² sɔ⁴¹/",
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{
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{
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{
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},
{
"ipa": "/taɪ̯⁵¹⁻⁵³ ʂu⁵¹/"
},
{
"ipa": "/tɔːi̯²² sou̯³³/"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/"
},
{
"ipa": "/tai⁴¹⁻²² sɔ⁴¹/"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/"
},
{
"ipa": "/tai³³⁻¹¹ sɔ¹¹/"
},
{
"ipa": "/tai³³⁻²¹ sɔ²¹/"
}
],
"wikipedia": [
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],
"word": "代數"
}
{
"categories": [
"Advanced Mandarin",
"Chinese adjectives",
"Chinese coinages",
"Chinese entries with incorrect language header",
"Chinese lemmas",
"Chinese nouns",
"Chinese terms coined by Li Shanlan",
"Chinese terms derived from English",
"Chinese terms with IPA pronunciation",
"zh:Algebra"
],
"etymology_templates": [
{
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"2": "Li Shanlan",
"in": "1859",
"nat": "the Qing dynasty",
"occ": "mathematician"
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"name": "coin"
},
{
"args": {
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"etymology_text": "Coined by the Qing dynasty mathematician Li Shanlan in 1859 as a translation of English algebra, literally \"(symbols) representing numbers\".",
"head_templates": [
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"2": "noun"
},
"expansion": "代數",
"name": "head"
}
],
"lang": "Chinese",
"lang_code": "zh",
"pos": "noun",
"senses": [
{
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"sounds": [
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"Pinyin"
],
"zh-pron": "dàishù"
},
{
"tags": [
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"bopomofo"
],
"zh-pron": "ㄉㄞˋ ㄕㄨˋ"
},
{
"tags": [
"Cantonese",
"Jyutping"
],
"zh-pron": "doi⁶ sou³"
},
{
"zh-pron": "tāi-sò͘"
},
{
"tags": [
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"Mandarin"
],
"zh-pron": "dàishù"
},
{
"tags": [
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],
"zh-pron": "dàishù"
},
{
"tags": [
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],
"zh-pron": "tai⁴-shu⁴"
},
{
"tags": [
"Mandarin",
"Yale"
],
"zh-pron": "dài-shù"
},
{
"tags": [
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"Mandarin"
],
"zh-pron": "dayshuh"
},
{
"tags": [
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"Palladius"
],
"zh-pron": "дайшу"
},
{
"tags": [
"Mandarin",
"Palladius"
],
"zh-pron": "dajšu"
},
{
"ipa": "/taɪ̯⁵¹⁻⁵³ ʂu⁵¹/",
"tags": [
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"Sinological-IPA"
]
},
{
"tags": [
"Cantonese",
"Yale"
],
"zh-pron": "doih sou"
},
{
"tags": [
"Cantonese",
"Pinyin"
],
"zh-pron": "doi⁶ sou³"
},
{
"tags": [
"Cantonese",
"Guangdong-Romanization"
],
"zh-pron": "doi⁶ sou³"
},
{
"ipa": "/tɔːi̯²² sou̯³³/",
"tags": [
"Cantonese",
"Sinological-IPA"
]
},
{
"tags": [
"Hokkien",
"POJ"
],
"zh-pron": "tāi-sò͘"
},
{
"tags": [
"Hokkien",
"Tai-lo"
],
"zh-pron": "tāi-sòo"
},
{
"tags": [
"Hokkien",
"Phofsit-Daibuun"
],
"zh-pron": "daixsox"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/",
"tags": [
"Hokkien",
"Xiamen"
]
},
{
"ipa": "/tai⁴¹⁻²² sɔ⁴¹/",
"tags": [
"Hokkien",
"Quanzhou"
]
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/",
"tags": [
"Hokkien",
"Zhangzhou"
]
},
{
"ipa": "/tai³³⁻¹¹ sɔ¹¹/",
"tags": [
"Hokkien",
"Taipei"
]
},
{
"ipa": "/tai³³⁻²¹ sɔ²¹/",
"tags": [
"Hokkien",
"Kaohsiung"
]
},
{
"ipa": "/taɪ̯⁵¹⁻⁵³ ʂu⁵¹/"
},
{
"ipa": "/tɔːi̯²² sou̯³³/"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/"
},
{
"ipa": "/tai⁴¹⁻²² sɔ⁴¹/"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/"
},
{
"ipa": "/tai³³⁻¹¹ sɔ¹¹/"
},
{
"ipa": "/tai³³⁻²¹ sɔ²¹/"
}
],
"synonyms": [
{
"roman": "dàishùxué",
"word": "代數學／代数学"
},
{
"roman": "dàishùxué",
"word": "代數學"
},
{
"roman": "dàishùxué",
"word": "代数学"
},
{
"tags": [
"Dungan"
],
"word": "алгебра"
}
],
"wikipedia": [
"Qing dynasty"
],
"word": "代數"
}
{
"antonyms": [
{
"roman": "chāoyuè",
"word": "超越"
}
],
"categories": [
"Advanced Mandarin",
"Chinese adjectives",
"Chinese coinages",
"Chinese entries with incorrect language header",
"Chinese lemmas",
"Chinese nouns",
"Chinese terms coined by Li Shanlan",
"Chinese terms derived from English",
"Chinese terms with IPA pronunciation",
"zh:Algebra"
],
"derived": [
{
"roman": "dàishù hánshù",
"word": "代數函數"
},
{
"roman": "dàishù hánshù",
"word": "代数函数"
},
{
"roman": "dàishùxué",
"word": "代數學"
},
{
"roman": "dàishùxué",
"word": "代数学"
},
{
"roman": "dàishù jǐhé",
"word": "代數幾何"
},
{
"roman": "dàishù jǐhé",
"word": "代数几何"
},
{
"roman": "dàishùshì",
"word": "代數式"
},
{
"roman": "dàishùshì",
"word": "代数式"
},
{
"roman": "dàishùshù",
"word": "代數數"
},
{
"roman": "dàishùshù",
"word": "代数数"
},
{
"roman": "dàishù zhěngshù",
"word": "代數整數"
},
{
"roman": "dàishù zhěngshù",
"word": "代数整数"
},
{
"roman": "dàishùshùlùn",
"word": "代數數論"
},
{
"roman": "dàishùshùlùn",
"word": "代数数论"
},
{
"roman": "dàishù fāngchéng",
"word": "代數方程"
},
{
"roman": "dàishù fāngchéng",
"word": "代数方程"
},
{
"word": "代數無關"
},
{
"word": "代数无关"
},
{
"word": "代數相關"
},
{
"word": "代数相关"
},
{
"roman": "chōuxiàng dàishù",
"word": "抽象代數"
},
{
"roman": "chōuxiàng dàishù",
"word": "抽象代数"
},
{
"roman": "chōuxiàng dàishùxué",
"word": "抽象代數學"
},
{
"roman": "chōuxiàng dàishùxué",
"word": "抽象代数学"
},
{
"roman": "xiànxìng dàishù",
"word": "線性代數"
},
{
"roman": "xiànxìng dàishù",
"word": "线性代数"
}
],
"descendants": [
{
"depth": 0,
"templates": [
{
"args": {
"1": "zh",
"2": "代數"
},
"expansion": "代數",
"name": "lang"
},
{
"args": {
"1": "ja",
"2": "-",
"bor": "1"
},
"expansion": "→ Japanese:",
"name": "desc"
},
{
"args": {
"1": "代数",
"2": "だいすう",
"gloss": ""
},
"expansion": "代数(だいすう) (daisū)",
"name": "ja-r"
},
{
"args": {
"1": "ko",
"2": "대수(代數)",
"3": "",
"4": "",
"5": "",
"bor": "1",
"t": "",
"t2": "",
"t3": "",
"t4": ""
},
"expansion": "→ Korean: 대수(代數) (daesu)",
"name": "desc"
},
{
"args": {
"1": "vi",
"2": "代數",
"sc": "Hani"
},
"expansion": "代數",
"name": "l"
},
{
"args": {
"1": "vi",
"2": "đại số",
"bor": "1",
"t": "",
"tr": "代數"
},
"expansion": "→ Vietnamese: đại số (代數)",
"name": "desc"
},
{
"args": {
"1": "代數",
"2": "だいすう",
"3": "대수",
"4": "đại số",
"5": "",
"6": "",
"h": "代數",
"j2": "",
"j2t": "",
"j3": "",
"j3t": "",
"j4": "",
"j4t": "",
"jdesc": "",
"jje2": "",
"jje2t": "",
"jje3": "",
"jje3t": "",
"jje4": "",
"jje4t": "",
"jjedesc": "",
"jjet": "",
"jt": "",
"k2": "",
"k2t": "",
"k3": "",
"k3t": "",
"k4": "",
"k4t": "",
"kdesc": "",
"kt": "",
"o": "代數",
"o2": "",
"o2t": "",
"o3": "",
"o3t": "",
"o4": "",
"o4t": "",
"odesc": "",
"ot": "",
"s": "代数",
"v": "代數",
"v2": "",
"v2t": "",
"v3": "",
"v3t": "",
"v4": "",
"v4t": "",
"vdesc": "",
"vt": ""
},
"expansion": "Sino-Xenic (代數):\n* → Japanese: 代数(だいすう) (daisū)\n* → Korean: 대수(代數) (daesu)\n* → Vietnamese: đại số (代數)",
"name": "CJKV/code"
},
{
"args": {
"1": "",
"2": "だいすう",
"3": "대수",
"4": "đại số",
"s": "代数"
},
"expansion": "Sino-Xenic (代數):\n* → Japanese: 代数(だいすう) (daisū)\n* → Korean: 대수(代數) (daesu)\n* → Vietnamese: đại số (代數)",
"name": "CJKV"
}
],
"text": "Sino-Xenic (代數):\n* → Japanese: 代数(だいすう) (daisū)\n* → Korean: 대수(代數) (daesu)\n* → Vietnamese: đại số (代數)"
}
],
"etymology_templates": [
{
"args": {
"1": "zh",
"2": "Li Shanlan",
"in": "1859",
"nat": "the Qing dynasty",
"occ": "mathematician"
},
"expansion": "Coined by the Qing dynasty mathematician Li Shanlan in 1859",
"name": "coin"
},
{
"args": {
"1": "zh",
"2": "en",
"3": "algebra"
},
"expansion": "English algebra",
"name": "der"
}
],
"etymology_text": "Coined by the Qing dynasty mathematician Li Shanlan in 1859 as a translation of English algebra, literally \"(symbols) representing numbers\".",
"head_templates": [
{
"args": {
"1": "zh",
"2": "adjective"
},
"expansion": "代數",
"name": "head"
}
],
"lang": "Chinese",
"lang_code": "zh",
"pos": "adj",
"senses": [
{
"categories": [
"Mandarin terms with quotations",
"Mandarin terms with usage examples",
"zh:Mathematics"
],
"examples": [
{
"english": "algebraic number",
"roman": "dàishùshù",
"text": "代數數／代数数",
"type": "example"
},
{
"english": "Particularly, the extension field of K is algebraic if and only if its transcendence degree on K is zero.",
"ref": "特別，K的擴域是代數的，當且僅當它在K上的超越次數為零。 [MSC, trad.]",
"text": "特别，K的扩域是代数的，当且仅当它在K上的超越次数为零。 [MSC, simp.]\nFrom: 2003, 朱尧辰 (Zhu Yaochen), 徐广善 (Xu Guangshan), 《超越数引论》 [Introduction to Transcendental Number]\nTèbié, K de kuòyù shì dàishù de, dāngqiějǐndāng tā zài K shàng de chāoyuè cìshù wèi líng. [Pinyin]",
"type": "example"
}
],
"glosses": [
"algebraic"
],
"links": [
[
"mathematics",
"mathematics"
],
[
"algebraic",
"algebraic"
]
],
"raw_glosses": [
"(mathematics) algebraic"
],
"topics": [
"mathematics",
"sciences"
]
}
],
"sounds": [
{
"tags": [
"Mandarin",
"Pinyin"
],
"zh-pron": "dàishù"
},
{
"tags": [
"Mandarin",
"bopomofo"
],
"zh-pron": "ㄉㄞˋ ㄕㄨˋ"
},
{
"tags": [
"Cantonese",
"Jyutping"
],
"zh-pron": "doi⁶ sou³"
},
{
"zh-pron": "tāi-sò͘"
},
{
"tags": [
"Hanyu-Pinyin",
"Mandarin"
],
"zh-pron": "dàishù"
},
{
"tags": [
"Mandarin",
"Tongyong-Pinyin"
],
"zh-pron": "dàishù"
},
{
"tags": [
"Mandarin",
"Wade-Giles"
],
"zh-pron": "tai⁴-shu⁴"
},
{
"tags": [
"Mandarin",
"Yale"
],
"zh-pron": "dài-shù"
},
{
"tags": [
"Gwoyeu-Romatsyh",
"Mandarin"
],
"zh-pron": "dayshuh"
},
{
"tags": [
"Mandarin",
"Palladius"
],
"zh-pron": "дайшу"
},
{
"tags": [
"Mandarin",
"Palladius"
],
"zh-pron": "dajšu"
},
{
"ipa": "/taɪ̯⁵¹⁻⁵³ ʂu⁵¹/",
"tags": [
"Mandarin",
"Sinological-IPA"
]
},
{
"tags": [
"Cantonese",
"Yale"
],
"zh-pron": "doih sou"
},
{
"tags": [
"Cantonese",
"Pinyin"
],
"zh-pron": "doi⁶ sou³"
},
{
"tags": [
"Cantonese",
"Guangdong-Romanization"
],
"zh-pron": "doi⁶ sou³"
},
{
"ipa": "/tɔːi̯²² sou̯³³/",
"tags": [
"Cantonese",
"Sinological-IPA"
]
},
{
"tags": [
"Hokkien",
"POJ"
],
"zh-pron": "tāi-sò͘"
},
{
"tags": [
"Hokkien",
"Tai-lo"
],
"zh-pron": "tāi-sòo"
},
{
"tags": [
"Hokkien",
"Phofsit-Daibuun"
],
"zh-pron": "daixsox"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/",
"tags": [
"Hokkien",
"Xiamen"
]
},
{
"ipa": "/tai⁴¹⁻²² sɔ⁴¹/",
"tags": [
"Hokkien",
"Quanzhou"
]
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/",
"tags": [
"Hokkien",
"Zhangzhou"
]
},
{
"ipa": "/tai³³⁻¹¹ sɔ¹¹/",
"tags": [
"Hokkien",
"Taipei"
]
},
{
"ipa": "/tai³³⁻²¹ sɔ²¹/",
"tags": [
"Hokkien",
"Kaohsiung"
]
},
{
"ipa": "/taɪ̯⁵¹⁻⁵³ ʂu⁵¹/"
},
{
"ipa": "/tɔːi̯²² sou̯³³/"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/"
},
{
"ipa": "/tai⁴¹⁻²² sɔ⁴¹/"
},
{
"ipa": "/tai²²⁻²¹ sɔ²¹/"
},
{
"ipa": "/tai³³⁻¹¹ sɔ¹¹/"
},
{
"ipa": "/tai³³⁻²¹ sɔ²¹/"
}
],
"wikipedia": [
"Qing dynasty"
],
"word": "代數"
}
This page is a part of the kaikki.org machine-readable Chinese dictionary. This dictionary is based on structured data extracted on 2024-05-03 from the enwiktionary dump dated 2024-05-02 using wiktextract (f4fd8c9 and c9440ce). 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.
If you use this data in academic research, please cite Tatu Ylonen: Wiktextract: Wiktionary as Machine-Readable Structured Data, Proceedings of the 13th Conference on Language Resources and Evaluation (LREC), pp. 1317-1325, Marseille, 20-25 June 2022. Linking to the relevant page(s) under https://kaikki.org would also be greatly appreciated.