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Apollonius Pergaeus: Difference between revisions
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==Wikipedia EN== | ==Wikipedia EN== | ||
[[Apollonius of Perga]] (Greek: [[Ἀπολλώνιος ὁ Περγαῖος]]; Latin: [[Apollonius Pergaeus]]; c. 240 BC – c. 190 BC) was an Ancient Greek [[geometer]] and [[astronomer]] known for his work on [[conic]] [[section]]s. Beginning from the contributions of [[Euclid]] and [[Archimedes]] on the topic, he brought them to the state prior to the invention of analytic [[geometry]]. His definitions of the terms [[ellipse]], [[parabola]], and [[hyperbola]] are the ones in use today. Gottfried Wilhelm Leibniz stated “He who understands Archimedes and Apollonius will admire less the achievements of the foremost men of later times.” | [[Apollonius of Perga]] (Greek: [[Ἀπολλώνιος ὁ Περγαῖος]]; Latin: [[Apollonius Pergaeus]]; c. 240 BC – c. 190 BC) was an Ancient Greek [[geometer]] and [[astronomer]] known for his work on [[conic]] [[section]]s. Beginning from the contributions of [[Euclid]] and [[Archimedes]] on the topic, he brought them to the state prior to the invention of analytic [[geometry]]. His definitions of the terms [[ellipse]], [[parabola]], and [[hyperbola]] are the ones in use today. Gottfried Wilhelm Leibniz stated “He who understands Archimedes and Apollonius will admire less the achievements of the foremost men of later times.” | ||
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ar: أبلونيوس البرغاوي; arz: ابولونيوس; ast: Apolonio de Perge; az: Perqalı Apolloni; be: Апалоній Пергскі; bg: Аполоний Пергски; bn: পেরগা-র আপোল্লোনিয়ুস; ca: Apol·loni de Perge; ckb: ئاپۆلۆنیوس; cs: Apollónios z Pergy; da: Apollonius; de: Apollonios von Perge; el: Απολλώνιος ο Περγαίος; en: Apollonius of Perga; eo: Apolonio de Pergo; es: Apolonio de Perge; et: Apollonios Pergest; eu: Apolonio Pergakoa; fa: آپولونیوس; fi: Apollonios Pergalainen; fr: Apollonios de Perga; gl: Apolonio de Perge; he: אפולוניוס מפרגה; hi: एपोलोनियस; hr: Apolonije iz Perge; hu: Pergai Apollóniosz; hy: Ապոլլոնիոս Պերգացի; id: Apollonius dari Perga; is: Apolloníos frá Perga; it: Apollonio di Perga; ja: ペルガのアポロニウス; kk: Аполлониус; ko: 페르게의 아폴로니오스; ku: Apolloniusê Pergê; la: Apollonius Pergaeus; mg: Apollonios de Perga; ml: അപ്പോളോണിയസ്; mr: अॅपोलोनियस; nl: Apollonius van Perga; nn: Apollonios frå Perga; no: Apollonios fra Perge; pa: ਅਪੋਲੋਨੀਅਸ; pl: Apoloniusz z Pergi; pms: Apolòni; pt: Apolônio de Perga; ro: Apoloniu din Perga; ru: Аполлоний Пергский; sco: Apollonius o Perga; sh: Apolonije iz Pergama; sl: Apolonij; sq: Apolloni i Pergës; sr: Аполоније; su: Apollonius ti Perga; sv: Apollonios från Perga; ta: அப்போலோனியஸ்; tg: Аполлони Пергӣ; tr: Apollonios; uk: Аполлоній Перзький; uz: Apolloniy pergayos; vi: Apollonius xứ Perga; war: Apolonio han Perga; wuu: 阿波罗尼奥斯; zh: 阿波罗尼奥斯 | |trtx=ar: أبلونيوس البرغاوي; arz: ابولونيوس; ast: Apolonio de Perge; az: Perqalı Apolloni; be: Апалоній Пергскі; bg: Аполоний Пергски; bn: পেরগা-র আপোল্লোনিয়ুস; ca: Apol·loni de Perge; ckb: ئاپۆلۆنیوس; cs: Apollónios z Pergy; da: Apollonius; de: Apollonios von Perge; el: Απολλώνιος ο Περγαίος; en: Apollonius of Perga; eo: Apolonio de Pergo; es: Apolonio de Perge; et: Apollonios Pergest; eu: Apolonio Pergakoa; fa: آپولونیوس; fi: Apollonios Pergalainen; fr: Apollonios de Perga; gl: Apolonio de Perge; he: אפולוניוס מפרגה; hi: एपोलोनियस; hr: Apolonije iz Perge; hu: Pergai Apollóniosz; hy: Ապոլլոնիոս Պերգացի; id: Apollonius dari Perga; is: Apolloníos frá Perga; it: Apollonio di Perga; ja: ペルガのアポロニウス; kk: Аполлониус; ko: 페르게의 아폴로니오스; ku: Apolloniusê Pergê; la: Apollonius Pergaeus; mg: Apollonios de Perga; ml: അപ്പോളോണിയസ്; mr: अॅपोलोनियस; nl: Apollonius van Perga; nn: Apollonios frå Perga; no: Apollonios fra Perge; pa: ਅਪੋਲੋਨੀਅਸ; pl: Apoloniusz z Pergi; pms: Apolòni; pt: Apolônio de Perga; ro: Apoloniu din Perga; ru: Аполлоний Пергский; sco: Apollonius o Perga; sh: Apolonije iz Pergama; sl: Apolonij; sq: Apolloni i Pergës; sr: Аполоније; su: Apollonius ti Perga; sv: Apollonios från Perga; ta: அப்போலோனியஸ்; tg: Аполлони Пергӣ; tr: Apollonios; uk: Аполлоній Перзький; uz: Apolloniy pergayos; vi: Apollonius xứ Perga; war: Apolonio han Perga; wuu: 阿波罗尼奥斯; zh: 阿波罗尼奥斯 | ||
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