Mathematics

Riman boundary volue problem for nonregular elliptic equation of second order in the domains limited by ellipse

H. M. Hayrapetyan

Межвузовский научный центр по прикладным проблемам математики

Abstract: A Riman type problem for second order nonregular elliptic equations has been considered. The number of linearly independent solutions of the homogeneous problem has been calculated. It has been proved also that for the solution of a nonhomogeneous problem one linearly independent condition is necessary and sufficient.

Keywords: Riman type problem.

UDC: 517.9527.21

Received: 21.12.1990
Accepted: 28.12.1992