A. P. Kovalenok, P. P. Zabreiko
Published 2007-01-19Version 1
The paper presents theorems on the calculation of the index of a singular point and at the infinity of monotone type mappings. These theorems cover basic cases when the principal linear part of a mapping is degenerate. Applications of these theorems to proving solvability and nontrivial solvability of the Dirichlet problem for ordinary and partial differential equations are considered.
Radial Convex Solutions of Boundary Value Problems for Systems of Monge-Ampere equations
Schatten classes and nuclearity of boundary value problems
Bounded $H_{\infty}$-calculus for Boundary Value Problems on Manifolds with Conical Singularities
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