拟线性混合方程的不连续边值问题

Discontinuous Boundary Value Problem of Quasilinear Mixed Equations

该文利用复分析的方法对双曲区域实施共形映照,通过将双曲区域的边界曲线变换为直线段,研究了另一类更一般区域上的拟线性二阶混合型方程的不连续边值问题,得到了一些较新的可解性结果的推广.

The discontinuous boundary value problem of quasilinear mixed type equations of second order in a much more general domain is discussed by using the method of complex analysis with a deformation such that the boundary curves of the hyperbolic domain are transformed onto the segments, and then, the solvable results in the more general domains are obtained, which are generalizations of the recent results in articles.