We study a multidimensional parabolic equation with a nonhomegeneous term of the typre H(u), with appropriate initial and boundary conditions. We are interested to study the existence of global classical solution and the uniqueness of such solution if the boundary data satisfy certain monotonicity conditions
AbstractThe initial and boundary value problem for the degenerate parabolic equation vt = Δ(ϑ(v)) + ...
We consider both degenerate and uniformly parabolic systems and equations, containing a forcing te...
We study the global and non-global existence of solutions of degenerate singular parabolic equation ...
We study a multidimensional parabolic equation with a nonhomegeneous term of the typre H(u), with ap...
We study parabolic differential equations with a discontinuous nonlinearity and subjected to a nonl...
We give an existence theorem of global solution to the initial-boundary value problem for [formula] ...
We consider nonnegative solutions of degenerate parabolic equations with a singular absorption term ...
The partial differential equations are a fundamental tool in the contemporary applied mathematics. ...
The partial differential equations are a fundamental tool in the contemporary applied mathematics. ...
The partial differential equations are a fundamental tool in the contemporary applied mathematics. ...
The partial differential equations are a fundamental tool in the contemporary applied mathematics. ...
We study the local and the global existence of solutions to a class of nonlinear parabolic initial-b...
AbstractIn this paper, we deal with a class of non-classical parabolic equations which arise from so...
Abstract:- This paper deals with the investigation of a one-dimensional parabolic equation with a di...
International audienceWe study evolution equations that are fully nonlinear, degenerate parabolic, n...
AbstractThe initial and boundary value problem for the degenerate parabolic equation vt = Δ(ϑ(v)) + ...
We consider both degenerate and uniformly parabolic systems and equations, containing a forcing te...
We study the global and non-global existence of solutions of degenerate singular parabolic equation ...
We study a multidimensional parabolic equation with a nonhomegeneous term of the typre H(u), with ap...
We study parabolic differential equations with a discontinuous nonlinearity and subjected to a nonl...
We give an existence theorem of global solution to the initial-boundary value problem for [formula] ...
We consider nonnegative solutions of degenerate parabolic equations with a singular absorption term ...
The partial differential equations are a fundamental tool in the contemporary applied mathematics. ...
The partial differential equations are a fundamental tool in the contemporary applied mathematics. ...
The partial differential equations are a fundamental tool in the contemporary applied mathematics. ...
The partial differential equations are a fundamental tool in the contemporary applied mathematics. ...
We study the local and the global existence of solutions to a class of nonlinear parabolic initial-b...
AbstractIn this paper, we deal with a class of non-classical parabolic equations which arise from so...
Abstract:- This paper deals with the investigation of a one-dimensional parabolic equation with a di...
International audienceWe study evolution equations that are fully nonlinear, degenerate parabolic, n...
AbstractThe initial and boundary value problem for the degenerate parabolic equation vt = Δ(ϑ(v)) + ...
We consider both degenerate and uniformly parabolic systems and equations, containing a forcing te...
We study the global and non-global existence of solutions of degenerate singular parabolic equation ...
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