For a coherent E-X-module. M. Kashiwara and Schapira introduced the complex RHom(EX)(M.C-X) of holomorphic solutions to M. Very recently this complex was used by R. Ishimura (1998. J. Math. Pures Appl. 77. 647-654) to formulate and establish the Cauchy Kowalevski theorem for c-modules. In this paper. we will give a rigorous proof of some arguments of Ishimura. (C) 2001 Academic Press. [References: 9]
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机译：用于连贯的E-X模块。 M. Kashiwara和Schapira向M引入了全纯溶液的复合物RHom（EX）（MC-X）。最近，R。Ishimura（1998. J. Math。Pures Appl。77. 647-654）使用该复合物。制定和建立针对c-模的Cauchy Kowalevski定理。在本文中。我们将对石村的某些论点给出严格的证明。 （C）2001学术出版社。 [参考：9]
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