AbstractA number of physical situations, including chemical reactions, electrical heating, and fluid flow, give rise to nonlinear diffusion problems. In this paper models are derived and results relating to the blow-up of the solutions are given. Some of the proofs are outlined and the physical significance of the results is noted
We investigate the blowup properties of the positive solutions for a semilinear reaction-diffusion s...
In this paper, the blow-up of solution for the initial boundary value problem of a class of reaction...
AbstractUsing two models that incorporate a nonlinear forward-backward heat equation, we demonstrate...
AbstractA number of physical situations, including chemical reactions, electrical heating, and fluid...
In this paper we deal with the blow-up phenomena of solutions to two different classes of reaction-d...
This paper deals with the blow-up phenomena of solution to a reaction-diffusion equation with gradie...
AbstractIn this paper, the blow-up rate for a nonlinear diffusion equation with a nonlinear boundary...
AbstractIn this paper we investigate the blowup property of solutions to the equation ut = Δu + ƒ(u(...
Proceedings, pp. 521—531 We shall generalize some results concerning the boundedness and the blow-up...
AbstractThis paper deals with quasilinear reaction-diffusion equations for which a solution local in...
AbstractThis paper deals with quasilinear reaction-diffusion equations for which a solution local in...
AbstractWe study a parabolic system of two non-linear reaction–diffusion equations completely couple...
AbstractWe study the behaviour of nonnegative solutions of the reaction–diffusion equation{ut=(um)xx...
AbstractWe present a system of reaction diffusion equations posed in R in which the diffusion terms ...
AbstractWe study the blow-up behavior for a semilinear reaction-diffusion system coupled in both equ...
We investigate the blowup properties of the positive solutions for a semilinear reaction-diffusion s...
In this paper, the blow-up of solution for the initial boundary value problem of a class of reaction...
AbstractUsing two models that incorporate a nonlinear forward-backward heat equation, we demonstrate...
AbstractA number of physical situations, including chemical reactions, electrical heating, and fluid...
In this paper we deal with the blow-up phenomena of solutions to two different classes of reaction-d...
This paper deals with the blow-up phenomena of solution to a reaction-diffusion equation with gradie...
AbstractIn this paper, the blow-up rate for a nonlinear diffusion equation with a nonlinear boundary...
AbstractIn this paper we investigate the blowup property of solutions to the equation ut = Δu + ƒ(u(...
Proceedings, pp. 521—531 We shall generalize some results concerning the boundedness and the blow-up...
AbstractThis paper deals with quasilinear reaction-diffusion equations for which a solution local in...
AbstractThis paper deals with quasilinear reaction-diffusion equations for which a solution local in...
AbstractWe study a parabolic system of two non-linear reaction–diffusion equations completely couple...
AbstractWe study the behaviour of nonnegative solutions of the reaction–diffusion equation{ut=(um)xx...
AbstractWe present a system of reaction diffusion equations posed in R in which the diffusion terms ...
AbstractWe study the blow-up behavior for a semilinear reaction-diffusion system coupled in both equ...
We investigate the blowup properties of the positive solutions for a semilinear reaction-diffusion s...
In this paper, the blow-up of solution for the initial boundary value problem of a class of reaction...
AbstractUsing two models that incorporate a nonlinear forward-backward heat equation, we demonstrate...
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