Application of the proximal point method to a system of extended primal-dual equilibrium problems method, which converges to a solution under monotonicity assumptions. In order to make the
method Approach to the Stability Analysis of Partial Equilibrium States of Nonlinear Discrete Systems of the variables determining it based on the Lyapunov function
method, followed by an analysis of the structural
Approximate Conformal Mappings and Elasticity TheoryHere, we present the new
method of approximate conformal mapping of the unit disk to a one
Lagrangian Mixed Finite Element Methods for Nonlinear Thin Shell Problems methods is constructed for an approximate solution of a problem of nonlinear thin elastic shell theory
Action principle and weak invariants invariants and the action principle for master equations based on the
auxiliary operator formalism
Error estimations of mixed finite element methods for nonlinear problems of shallow shell theory and sufficient conditions for their solvability are derived. Mixed finite element
methods for the approximate