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Arthur Sard (28 de julio de 1909, Nueva Yo … Arthur Sard (28 de julio de 1909, Nueva York - 31 de agosto de 1980, Basilea ) fue un matemático estadounidense, famoso por su trabajo en topología diferencial y en la interpolación spline. Su fama se debe principalmente al teorema de Sard, que dice que el conjunto de los valores críticos de una función diferencial que tiene una cantidad suficientemente grande de derivadas tiene medida cero.te grande de derivadas tiene medida cero.
, Arthur Sard (28 July 1909, New York City – … Arthur Sard (28 July 1909, New York City – 31 August 1980, Basel) was an American mathematician, famous for his work in differential topology and in spline interpolation. His fame stems primarily from Sard's theorem, which says that the set of critical values of a differential function which has sufficiently many derivatives has measure zero.ciently many derivatives has measure zero.
, 아서 사드(영어: Arthur Sard, IPA: [ˈɑː(ɹ)θə(ɹ) sɑː(ɹ)d], 1909년 7월 28일 ~ 1980년 8월 31일)는 미분위상수학과 스플라인 보간법으로 유명한 미분 기하학을 연구한 미국의 수학자이다. 그의 업적으로는 사드의 정리가 대표적이다.
, Arthur Sard (28 juillet 1909 à New York - … Arthur Sard (28 juillet 1909 à New York - 31 août 1980 à Bâle) est un mathématicien américain, connu pour ses travaux en topologie différentielle et en approximation spline.Il est passé à la postérité pour le Théorème de Sard qui énonce que l'ensemble des valeurs critiques d'une fonction suffisamment régulière est de mesure nulle.uffisamment régulière est de mesure nulle.
, Arthur Sard (* 28. Juli 1909 in New York C … Arthur Sard (* 28. Juli 1909 in New York City; † 31. August 1980 in Basel) war ein amerikanischer Mathematiker, der für seine Arbeiten auf dem Gebiet der Differentialtopologie und der Spline-Approximation bekannt ist. Besonders berühmt ist der Satz von Sard, der besagt, dass die Menge der kritischen Werte einer genügend oft differenzierbaren Funktion Maß null besitzt.fferenzierbaren Funktion Maß null besitzt.
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Arthur Sard (* 28. Juli 1909 in New York C … Arthur Sard (* 28. Juli 1909 in New York City; † 31. August 1980 in Basel) war ein amerikanischer Mathematiker, der für seine Arbeiten auf dem Gebiet der Differentialtopologie und der Spline-Approximation bekannt ist. Besonders berühmt ist der Satz von Sard, der besagt, dass die Menge der kritischen Werte einer genügend oft differenzierbaren Funktion Maß null besitzt.fferenzierbaren Funktion Maß null besitzt.
, 아서 사드(영어: Arthur Sard, IPA: [ˈɑː(ɹ)θə(ɹ) sɑː(ɹ)d], 1909년 7월 28일 ~ 1980년 8월 31일)는 미분위상수학과 스플라인 보간법으로 유명한 미분 기하학을 연구한 미국의 수학자이다. 그의 업적으로는 사드의 정리가 대표적이다.
, Arthur Sard (28 juillet 1909 à New York - … Arthur Sard (28 juillet 1909 à New York - 31 août 1980 à Bâle) est un mathématicien américain, connu pour ses travaux en topologie différentielle et en approximation spline.Il est passé à la postérité pour le Théorème de Sard qui énonce que l'ensemble des valeurs critiques d'une fonction suffisamment régulière est de mesure nulle.uffisamment régulière est de mesure nulle.
, Arthur Sard (28 de julio de 1909, Nueva Yo … Arthur Sard (28 de julio de 1909, Nueva York - 31 de agosto de 1980, Basilea ) fue un matemático estadounidense, famoso por su trabajo en topología diferencial y en la interpolación spline. Su fama se debe principalmente al teorema de Sard, que dice que el conjunto de los valores críticos de una función diferencial que tiene una cantidad suficientemente grande de derivadas tiene medida cero.te grande de derivadas tiene medida cero.
, Arthur Sard (28 July 1909, New York City – … Arthur Sard (28 July 1909, New York City – 31 August 1980, Basel) was an American mathematician, famous for his work in differential topology and in spline interpolation. His fame stems primarily from Sard's theorem, which says that the set of critical values of a differential function which has sufficiently many derivatives has measure zero.ciently many derivatives has measure zero.
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Arthur Sard
, 아서 사드
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