Add to ORKGThis paper deals with existence and non-existence of global solutions of certain fast-slow diffusion systems with nonlinear boundary conditions. Necessary and sufficient conditions for global existence of positive solutions are obtained in terms of various parameters which appear explicitly in the definition of the systems
AbstractSolutions of nonlinear (possibly degenerate) reaction-diffusion models are known to exist fo...
We consider nonnegative solutions of the initial value problem for a weakly coupled system (ui)t = ∆...
summary:The paper concerns the (local and global) existence, nonexistence, uniqueness and some prope...
This paper deals with existence and non-existence of global solutions of certain fast-slow diffusion...
This paper deals with existence and non-existence of global solutions of certain fast-slow diffusion...
AbstractThis paper deals with the existence and nonexistence of global positive solutions of quasili...
AbstractIn this paper, we deal with the global existence and nonexistence of solutions to a nonlinea...
In the present paper, initial problem for the integro-differential diffusion system with nonlocal no...
AbstractWe investigate the existence of nonnegative weak solutions to the problem ut=Δ(um)−|∇u|p in ...
We consider coupled reaction-diffusion models, where some components react and diffuse on the bounda...
Abstract. We show the global existence of solutions of a reaction-diffusion system with the nonlinea...
We investigate the blowup properties of the positive solutions for a semilinear reaction-diffusion s...
AbstractSolutions of nonlinear (possibly degenerate) reaction-diffusion models are known to exist fo...
AbstractIn this paper we study the existence of global weak solutions for 2×2 reaction-diffusion sys...
We show the global existence of solutions of a reactiondiffusion system with the nonlinear terms |x|...
AbstractSolutions of nonlinear (possibly degenerate) reaction-diffusion models are known to exist fo...
We consider nonnegative solutions of the initial value problem for a weakly coupled system (ui)t = ∆...
summary:The paper concerns the (local and global) existence, nonexistence, uniqueness and some prope...
This paper deals with existence and non-existence of global solutions of certain fast-slow diffusion...
This paper deals with existence and non-existence of global solutions of certain fast-slow diffusion...
AbstractThis paper deals with the existence and nonexistence of global positive solutions of quasili...
AbstractIn this paper, we deal with the global existence and nonexistence of solutions to a nonlinea...
In the present paper, initial problem for the integro-differential diffusion system with nonlocal no...
AbstractWe investigate the existence of nonnegative weak solutions to the problem ut=Δ(um)−|∇u|p in ...
We consider coupled reaction-diffusion models, where some components react and diffuse on the bounda...
Abstract. We show the global existence of solutions of a reaction-diffusion system with the nonlinea...
We investigate the blowup properties of the positive solutions for a semilinear reaction-diffusion s...
AbstractSolutions of nonlinear (possibly degenerate) reaction-diffusion models are known to exist fo...
AbstractIn this paper we study the existence of global weak solutions for 2×2 reaction-diffusion sys...
We show the global existence of solutions of a reactiondiffusion system with the nonlinear terms |x|...
AbstractSolutions of nonlinear (possibly degenerate) reaction-diffusion models are known to exist fo...
We consider nonnegative solutions of the initial value problem for a weakly coupled system (ui)t = ∆...
summary:The paper concerns the (local and global) existence, nonexistence, uniqueness and some prope...