On normal solvability of a Dirichlet's type problem for improperly elliptic equation third order
Abstract
We consider Dirichlet type problem in upper half-plane for improperly elliptic equation $u_{z\bar{z}^2}=0$, with boundary functions from the class $L^1(\rho)$ $(\rho=(1+|x|)^{-\alpha}, \alpha\geq0)$. The solutions of the problem are obtained in explicit form.
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Published
2009-02-23
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How to Cite
On normal solvability of a Dirichlet’s type problem for improperly elliptic equation third order. (2009). Armenian Journal of Mathematics, 2(1), 13-27. https://armjmath.sci.am/index.php/ajm/article/view/49