Estimation of the size of domain of regular solution for a hyperbolic Monge–Ampere equation
Authors
Dmitry Georgievich Azov
South Ural State University
Keywords:
surfaces with negative Gaussian curvature, hyperbolic Monge–Ampere equation, estimate of domain of regular solution
Abstract
The article deals with a hyperbolic Monge–Ampere equation which has a C2-regular solution in the circle. It provides sufficient conditions for the existence of estimate for the circle radius.
Author Biography
Dmitry Georgievich Azov, South Ural State University
Associate Professor, Department of Differential and Stochastic Equations
