Bernard Dwork
http://dbpedia.org/resource/Bernard_Dwork an entity of type: Thing
برنارد دوورك (بالإنجليزية: Bernard Dwork) (و. 1923 – 1998 م) هو رياضياتي، وأستاذ جامعي أمريكي، ولد في ذا برونكس، توفي في نيو برونزويك، عن عمر يناهز 75 عاماً.
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Bernard M. Dwork (* 27. Mai 1923 in der Bronx in New York City; † 9. Mai 1998 in New Brunswick) war ein US-amerikanischer Mathematiker, der auf dem Gebiet der Zahlentheorie und arithmetischen algebraischen Geometrie arbeitete.
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Bernard Morris Dwork (May 27, 1923 – May 9, 1998) was an American mathematician, known for his application of p-adic analysis to local zeta functions, and in particular for a proof of the first part of the Weil conjectures: the rationality of the zeta-function of a variety over a finite field. The general theme of Dwork's research was p-adic cohomology and p-adic differential equations. He published two papers under the pseudonym Maurizio Boyarsky.
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Bernard Morris Dwork est un mathématicien américain, né le 27 mai 1923 dans le Bronx à New York et mort le 9 mai 1998 à New Brunswick au New Jersey. Il travaillé dans le domaine de la théorie des nombres et de la géométrie.
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버나드 모리스 드워크(영어: Bernard Morris Dwork, 1923년 5월 27일 ~ 1998년 5월 9일)는 미국의 수학자다. p진수 해석학적 기법을 수론의 베유 추측에 응용하였다.
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Bernard Morris Dwork (The Bronx, 27 maggio 1923 – Nuovo Brunswick, 9 maggio 1998) è stato un matematico statunitense, conosciuto per i suoi lavori in teoria dei numeri, in particolare per dei risultati riguardanti le .Ha ricevuto il Premio Cole per la teoria dei numeri nel 1962.
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Bernard Morris Dwork (Bronx, 27 de maio de 1923 — New Brunswick, 9 de maio de 1998) foi um matemático norte-americano, conhecido por sua aplicação de análise p-ádica a funções zeta local e, em particular, por uma prova da primeira parte das conjecturas de Weil: a racionalidade da função zeta de uma variedade sobre um corpo finito. O tema geral da pesquisa de Dwork foi cohomologia p-ádica e equações diferenciais p-ádicas. Ele publicou dois artigos sob o pseudônimo de Maurizio Boyarsky.
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伯纳德·德沃克（Bernard Dwork，1923年5月27日－1998年5月9日），美国数学家，生前为普林斯顿大学教授。德沃克以应用p-进方法解决代数几何与数论问题，特别是他在1960年证明有限域上关于局部zeta函数有理性的韦伊猜测，而著称。因局部 zeta 函数有理性之证明，德沃克在 1962 年与岩泽健吉分享美国数学会所设之科尔数论奖。 德沃克曾使用假名Maurizio Boyarsky发表过两篇论文。他的女儿辛西娅·德沃克（Cynthia Dwork）为计算机科学家, 哈佛大学教授。
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Bernard Morris Dwork (The Bronx, 27 mei 1923 - New Brunswick, 9 mei 1998) was een Amerikaans wiskundige, die bekend is voor zijn toepassing van de op , en in het bijzonder voor de eerste algemene resultaten over de vermoedens van Weil. Dwork promoveerde in 1954 aan de Columbia University onder supervisie van Emil Artin. Hij werkte een deel van zijn carrière aan de Universiteit van Princeton. was een van zijn studenten.
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Bernard Dwork
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برنارد دوورك
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Bernard Dwork
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Bernard Dwork
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Bernard Dwork
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버나드 드워크
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Bernard Dwork
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Bernard Dwork
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伯纳德·德沃克
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Bernard Dwork
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Bernard Dwork
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New Brunswick, New Jersey, US
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1998-05-09
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New York City, US
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1923-05-27
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1678313
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1109360615
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1923-05-27
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1998-05-09
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برنارد دوورك (بالإنجليزية: Bernard Dwork) (و. 1923 – 1998 م) هو رياضياتي، وأستاذ جامعي أمريكي، ولد في ذا برونكس، توفي في نيو برونزويك، عن عمر يناهز 75 عاماً.
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Bernard M. Dwork (* 27. Mai 1923 in der Bronx in New York City; † 9. Mai 1998 in New Brunswick) war ein US-amerikanischer Mathematiker, der auf dem Gebiet der Zahlentheorie und arithmetischen algebraischen Geometrie arbeitete.
rdf:langString
Bernard Morris Dwork (May 27, 1923 – May 9, 1998) was an American mathematician, known for his application of p-adic analysis to local zeta functions, and in particular for a proof of the first part of the Weil conjectures: the rationality of the zeta-function of a variety over a finite field. The general theme of Dwork's research was p-adic cohomology and p-adic differential equations. He published two papers under the pseudonym Maurizio Boyarsky.
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Bernard Morris Dwork est un mathématicien américain, né le 27 mai 1923 dans le Bronx à New York et mort le 9 mai 1998 à New Brunswick au New Jersey. Il travaillé dans le domaine de la théorie des nombres et de la géométrie.
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버나드 모리스 드워크(영어: Bernard Morris Dwork, 1923년 5월 27일 ~ 1998년 5월 9일)는 미국의 수학자다. p진수 해석학적 기법을 수론의 베유 추측에 응용하였다.
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Bernard Morris Dwork (The Bronx, 27 mei 1923 - New Brunswick, 9 mei 1998) was een Amerikaans wiskundige, die bekend is voor zijn toepassing van de op , en in het bijzonder voor de eerste algemene resultaten over de vermoedens van Weil. Dwork promoveerde in 1954 aan de Columbia University onder supervisie van Emil Artin. Hij werkte een deel van zijn carrière aan de Universiteit van Princeton. was een van zijn studenten. Samen met Kenkichi Iwasawa ontving hij in 1962 de Cole-prijs. Bernard Dwork is de vader van Deborah Dwork. Zowel vader als dochter ontvingen de . Een andere dochter, Cynthia Dwork, ontving de .
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Bernard Morris Dwork (The Bronx, 27 maggio 1923 – Nuovo Brunswick, 9 maggio 1998) è stato un matematico statunitense, conosciuto per i suoi lavori in teoria dei numeri, in particolare per dei risultati riguardanti le .Ha ricevuto il Premio Cole per la teoria dei numeri nel 1962.
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Bernard Morris Dwork (Bronx, 27 de maio de 1923 — New Brunswick, 9 de maio de 1998) foi um matemático norte-americano, conhecido por sua aplicação de análise p-ádica a funções zeta local e, em particular, por uma prova da primeira parte das conjecturas de Weil: a racionalidade da função zeta de uma variedade sobre um corpo finito. O tema geral da pesquisa de Dwork foi cohomologia p-ádica e equações diferenciais p-ádicas. Ele publicou dois artigos sob o pseudônimo de Maurizio Boyarsky.
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伯纳德·德沃克（Bernard Dwork，1923年5月27日－1998年5月9日），美国数学家，生前为普林斯顿大学教授。德沃克以应用p-进方法解决代数几何与数论问题，特别是他在1960年证明有限域上关于局部zeta函数有理性的韦伊猜测，而著称。因局部 zeta 函数有理性之证明，德沃克在 1962 年与岩泽健吉分享美国数学会所设之科尔数论奖。 德沃克曾使用假名Maurizio Boyarsky发表过两篇论文。他的女儿辛西娅·德沃克（Cynthia Dwork）为计算机科学家, 哈佛大学教授。
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2880