summary:Initial-boundary value problems for parabolic equations of the second order can be formulated, like the elliptic problems, also by means of conjugate variables, i.e. in terms of the cogradient vector function. The conjugate problem is shown to belong to a class of abstract parabolic equations with two positive operators, which have been analysed in a previous author's paper. The first and second semi-variational approximations to the solution of the conjugate problem are presented together with some error estimates
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
In this article, a posteriori error estimates are derived for a mixed finite element Galerkin approx...
We consider the question of existence in Holder class of a solution of an initial-boundary problem f...
summary:Initial-boundary value problems for parabolic equations of the second order can be formulate...
summary:The paper aims at a further development of the finite element method, when applied to mixed ...
summary:New types of variational principles, each of them equivalent to the linear mixed problem for...
summary:The invariance of the $n$-th semivariational approximation with respect to the polynomial ba...
summary:The convergence of the semi-variational approximations to the solution of a mixed parabolic ...
summary:A condition for solvability of an integral equation which is connected with the first bounda...
This thesis deals with second order parabolic differential equations and some semi-Lagrangian method...
AbstractWe present an algorithm for parabolic equations with (possibly nonlinear) convective terms, ...
summary:The paper deals with an initial problem of a parabolic variational inequality whichcontains ...
AbstractConsider the Cauchy problem of the semi-linear parabolic equationΔu−∂tu+Vup+w=0,p>1, in RN×(...
A problem of conjugation of hyperbolic and parabolic equations in domain with moving boundaries is c...
The paper deals with the problem of construction of Feller semigroup for one-dimensional inhomogeneo...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
In this article, a posteriori error estimates are derived for a mixed finite element Galerkin approx...
We consider the question of existence in Holder class of a solution of an initial-boundary problem f...
summary:Initial-boundary value problems for parabolic equations of the second order can be formulate...
summary:The paper aims at a further development of the finite element method, when applied to mixed ...
summary:New types of variational principles, each of them equivalent to the linear mixed problem for...
summary:The invariance of the $n$-th semivariational approximation with respect to the polynomial ba...
summary:The convergence of the semi-variational approximations to the solution of a mixed parabolic ...
summary:A condition for solvability of an integral equation which is connected with the first bounda...
This thesis deals with second order parabolic differential equations and some semi-Lagrangian method...
AbstractWe present an algorithm for parabolic equations with (possibly nonlinear) convective terms, ...
summary:The paper deals with an initial problem of a parabolic variational inequality whichcontains ...
AbstractConsider the Cauchy problem of the semi-linear parabolic equationΔu−∂tu+Vup+w=0,p>1, in RN×(...
A problem of conjugation of hyperbolic and parabolic equations in domain with moving boundaries is c...
The paper deals with the problem of construction of Feller semigroup for one-dimensional inhomogeneo...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
In this article, a posteriori error estimates are derived for a mixed finite element Galerkin approx...
We consider the question of existence in Holder class of a solution of an initial-boundary problem f...