UNBOUNDEDNESS OF SOLUTIONS OF ONE THIRD-ORDER HYPERBOLIC EQUATION

S. P. Lavrenyuk; O. T. Panat

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UNBOUNDEDNESS OF SOLUTIONS OF ONE THIRD-ORDER HYPERBOLIC EQUATION

机译：一阶三阶双曲型方程解的无界性

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摘要

We have established conditions under which the solution of mixed problem for one third-order nonlinear hyperbolic equation becomes unbounded at a finite moment of time.

机译：我们建立了一个条件，在该条件下，一阶三阶非线性双曲方程的混合问题解在有限的时刻变得无穷大。

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来源
《Journal of Mathematical Sciences》 |2010年第2期|p.200-213|共14页
作者
S. P. Lavrenyuk; O. T. Panat;
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作者单位

Franko Lviv National University, Lviv, Ukraine;

Franko Lviv National University, Lviv, Ukraine;

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正文语种 eng
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UNBOUNDEDNESS OF SOLUTIONS OF ONE THIRD-ORDER HYPERBOLIC EQUATION

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