Mayer brackets and solvability of PDEs-I

Boris Kruglikov; Valentin Lychagin

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Mayer brackets and solvability of PDEs-I

机译：PDEs-I的Mayer括号和可溶性

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摘要

A solvability of a system of partial differential equations with two variables is investigated. The smooth solvability conditions are formulated in terms of (generalized) Mayer brackets.

机译：研究了带有两个变量的偏微分方程组的可解性。光滑的溶解度条件用（广义）Mayer括号表示。

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来源
《Differential geometry and its applications》 |2002年第3期|共22页
作者
Boris Kruglikov; Valentin Lychagin;
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正文语种 eng
中图分类微分几何;
关键词
Mayer bracket; spencer cohomology; weyl tensor; characteristics; symbols; solvability of PDEs;

机译：Mayer括号;spencer同调;weyl张量;特征;符号;PDE的可解性;

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Mayer brackets and solvability of PDEs-I

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