A diffusion problem with gradient constraint and evolutive Dirichlet condition
A final value problem for heat equation: regularization by truncation method and new error estimates.
A simple regularization method for the ill-posed evolution equation
The nonhomogeneous backward Cauchy problem , where is a positive self-adjoint unbounded operator which has continuous spectrum and is a given function being given is regularized by the well-posed problem. New error estimates of the regularized solution are obtained. This work extends earlier results by N. Boussetila and by M. Denche and S. Djezzar.
Application of Rothe's method to parabolic variational inequalities