Boundary value problems for quasielliptic systems

L. N. Bondar; G. V. Demidenko

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Boundary value problems for quasielliptic systems

机译：拟椭圆系统的边值问题

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摘要

We consider the boundary value problems in the half-space for a class of quasielliptic systems with variable coefficients. Assuming that the boundary value problems satisfy the Lopatinski? condition, we establish sufficient conditions for unique solvability in Sobolev spaces.

机译：我们考虑一类具有可变系数的拟椭圆系统的半空间中的边值问题。假设边值问题满足Lopatinski？条件，我们为Sobolev空间中的独特可溶性建立了充分的条件。

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《Siberian Mathematical Journal》 |2008年第2期|共16页
作者
L. N. Bondar; G. V. Demidenko;
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正文语种 eng
中图分类数学;
关键词
quasielliptic system; boundary value problem; Lopatinski? condition; Sobolev spaces; solvability conditions;

机译：拟脂质体系;边值问题;洛帕金斯基？条件;Sobolev空间;可解性条件;

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Boundary value problems for quasielliptic systems

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