CAUCHY PROBLEM FOR A QUASI-LINEAR HYPERBOLIC EQUATION WITH CLOSED SUPPORT OF DATA

G. Baghaturia; J. Gvazava; M. Menteshashvili

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CAUCHY PROBLEM FOR A QUASI-LINEAR HYPERBOLIC EQUATION WITH CLOSED SUPPORT OF DATA

机译：具有封闭数据支持的拟线性双曲型方程的Cauchey问题

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The Cauchy problem with closed support for a quasi-linear hyperbolic equation with a possible parabolic degeneracy is studied. The structure of the domain of solution is studied and initial conditions for which there exist areas of impenetrability of waves are found.

机译：研究了具有可能抛物线简并性的拟线性双曲方程的封闭支撑的柯西问题。研究了溶液域的结构，并找到了存在波不可渗透区域的初始条件。

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《Journal of Mathematical Sciences》 |2013年第3期|364-368|共5页
作者
G. Baghaturia; J. Gvazava; M. Menteshashvili;
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N. Muskhelishvili Institute of Computational Mathematics, Georgian Technical University, Tbilisi, Georgia;

Georgian Technical University, Tbilisi, Georgia;

N. Muskhelishvili Institute of Computational Mathematics, Georgian Technical University, Tbilisi, Georgia;

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CAUCHY PROBLEM FOR A QUASI-LINEAR HYPERBOLIC EQUATION WITH CLOSED SUPPORT OF DATA

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