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首页> 外文期刊>Memoirs on Differential Equations and Mathematical Physics >ON THE EXISTENCE OF ANALYTIC SOLUTIONS OF CERTAIN TYPES OF SYSTEMS, PARTIALLY RESOLVED RELATIVELY TO THE DERIVATIVES IN THE CASE OF A POLE
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ON THE EXISTENCE OF ANALYTIC SOLUTIONS OF CERTAIN TYPES OF SYSTEMS, PARTIALLY RESOLVED RELATIVELY TO THE DERIVATIVES IN THE CASE OF A POLE

机译:关于某些类型系统的解析解的存在性,在极点情况下部分分解为导数

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摘要

For the systems of ordinary differential equations which are partially resolved relatively to the derivatives in the case of a pole, the theorems on the existence of at least one analytic in the complex domain solution of the Cauchy problem with an additional condition are established. Moreover, the asymptotic behavior of these solutions in this domain is studied.
机译:对于在极点情况下相对于导数部分求解的常微分方程组,建立了带有附加条件的柯西问题复域解中至少一个解析性存在性的定理。此外,研究了这些解在该域中的渐近行为。

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