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Penalty Methods for One-Sided Parabolic Problems with Piecewise Smooth Obstacles problems with piecewise smooth obstacles, which include an important subclass of polyhedra. It is shown
Stability of the coincidence set of a solution to a parabolic variational inequality with an obstacle solution to a parabolic variational inequality with an obstacle inside the domain. It is based
Functional A Posteriori Error Estimates for the Parabolic Obstacle Problem problem for a parabolic partial differential equation with an obstacle. We deduce a guaranteed
A posteriori error estimates for the parabolic obstacle problemsThe talk is concerned with functional type a posteriori estimates for a model obstacle problem
Stability of the coincidence set of a solution to a parabolic variational inequality with an obstacle solution to a parabolic variational inequality with an obstacle inside the domain. It is based
Investigation of Lagrange–Galerkin Method for an Obstacle Parabolic Problem–Galerkin method, used for approximating the parabolic obstacle problem. The convergence analysis is based
Exact penalty operators and regularization of parabolic variational inequalities with an obstacle inside a domainA class of parabolic variational inequalities with zero obstacle inside the domain is considered
Exact penalty operators and regularization of parabolic variational inequalities with an obstacle inside a domainA class of parabolic variational inequalities with zero obstacle inside the domain is considered
Three new weak formulations of the problem of American call options valuation of American call options valuation are given. The first of these is a parabolic obstacle problem in a finite
A numerical algorithm for a source identification problem for the parabolic-elliptic equationIn the present paper, a space-dependent identification problem for parabolic-elliptic equations
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