Oka–Weil theorem is a result about the uniform convergence of holomorphic functions on Stein spaces due to Kiyoshi Oka and André Weil. The Oka–Weil theorem...
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theory. The Oka–Weil theorem is due to a work of André Weil in 1935 and Oka's work in 1937. Oka continued to work in the field, and proved Oka's coherence...
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coherent. Cartan's theorems A and B Several complex variables GAGA Oka–Weil theorem Weierstrass preparation theorem Noguchi (2019) In Oka (1950) paper it...
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approximation by the polyhedral domain, as in Oka-Weil theorem. Note that the Riemann extension theorem and its references explained in the linked article...
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the Mordell–Weil theorem (1928, and shortly applied in Siegel's theorem on integral points). Mordell's theorem had an ad hoc proof; Weil began the separation...
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historically this theorem was in fact used to solve the Levi problem, and the theorem itself was proved using the Oka–Weil theorem. This theorem again holds...
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Weil's explicit formula Hasse-Weil bound Hasse–Weil zeta function, and the related Hasse–Weil L-function Mordell–Weil group Mordell–Weil theorem Oka–Weil...
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to give a polynomial approximation on K. Mergelyan's theorem Oka–Weil theorem Behnke–Stein theorem on Stein manifolds Conway, John B. (1997), A Course...
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needed] Arakelyan's theorem Hartogs–Rosenthal theorem Oka–Weil theorem Forstnerič, Franc (2019). "Mergelyan's and Arakelian's theorems for manifold-valued...
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domain used in the proof of the Behnke–Stein theorem on domains of holomorphy and the Oka–Weil theorem. Heinrich Behnke & Karl Stein (1948), "Entwicklung...
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dimension no greater than 2n-k. Behnke–Stein theorem Bergman–Weil formula Oka–Weil theorem See (Åhag et al. 2007, p. 139) and (Khenkin 1990, p. 35). (Khenkin...
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Rham theorem by sheaf methods, in correspondence with André Weil (see De Rham–Weil theorem). Leray gives a sheaf definition in his courses via closed sets...
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creator, How to Get Away with Murder; producer, Scandal, Grey's Anatomy Masi Oka (Sc.B. 1997) – actor, Heroes, Scrubs, Will and Grace, Gilmore Girls, Get...
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