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Masatake Kuranishi (倉西 正武
Kuranishi Masatake; July 19, 1924 – June 22, 2021) was a ****anese
mathematician who
worked on
several complex variables, partial...
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especially in topology, a
Kuranishi structure is a
smooth analogue of
scheme structure. If a
topological space is
endowed with a
Kuranishi structure, then locally...
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Given an
exterior differential system defined on a
manifold M, the Cartan–
Kuranishi prolongation theorem says that
after a
finite number of prolongations...
- 1999 ****aya, Kenji; Oh, Yong-Geun; Ohta, Hiroshi; Ono,
Kaoru (2020).
Kuranishi Structures and
Virtual Fundamental Chains (Springer
Monographs in Mathematics)...
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conditions for
differential systems for more.
Integral geometry Cartan–
Kuranishi prolongation theorem "Overdetermined
system -
Encyclopedia of Mathematics"...
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notion of
Azumaya algebra.
Masatake Kuranishi (倉西 正武), a ****anese mathematician,
established the Cartan-
Kuranishi Theorem.
Tomio Kubota (久保田 富雄), a ****anese...
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develop ancient site of
Vikramshila Mahavihara". The
Times of India.
Kuranishi,
Kenichi (2016). "A
Study on
Scholarly Activities in the Last
Period of...
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identified with “Mye (彌),” the Wa
leader mentioned in the Book of Liang,: 11
Kuranishi Yūko
identifies him as the
father of Sai of Wa who she
identifies with...
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algorithm Cartan–Weyl
theory Cartan–Weyl
basis Cartan–Killing form Cartan–
Kuranishi prolongation theorem CAT(k)
space Maurer–Cartan form Newton–Cartan theory...
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which only
works for real
analytic differential systems, and the Cartan–
Kuranishi prolongation theorem. See
Further reading for details. The Newlander-Nirenberg...
