Abstract. We study the dependence of the finite blow-up time with respect to the initial data for solutions of the equation ut = ∆um + up. We obtain Lipschitz continuity for a certain class of initial data and Holder regularity for wider classes. Introduction. In this paper we study the dependence with respect to the initia
Abstract. In this note we obtain estimates in terms of the size of the initial data for the blow-up ...
This work develops the theory of the blow-up phenomena for Joseph–Egri equation. The existence of th...
We investigate the blow-up of the solutions to a nonlinear parabolic system with Robin boundary cond...
Abstract. We find an estimate for the blow-up time in terms of the initial data for solutions of the...
Abstract. We find a bound for the modulus of continuity of the blow-up time for the semilinear parab...
Abstract. We present results for finite time blow-up for filtration problems with nonlinear reaction...
We present results for finite time blow-up for filtration problems with nonlinear reaction under app...
In this paper we prove a general result concerning continuity of the blow-up time and the blow-up se...
AbstractWe investigate the blow-up of solutions of nonuniformly parabolic equations. It will be show...
[[abstract]]We investigate the blow-up of solutions of nonuniformly parabolic equations. It will be ...
In chapter 1 we prove that for the parabolic initial value prob- lem u(,t) = (DELTA)u + (delta)f(u) ...
Abstract. We find a bound for the modulus of continuity of the blow-up time for the problem ut = λ∆u...
AbstractIn this paper we study the large time behavior of positive solutions of the heat equation un...
AbstractWe study the blow-up of solutions of nonlinear heat equations in dimension 1. We show that f...
We consider here some conditions on initial value for parabolic problem which guarantee the blow-up ...
Abstract. In this note we obtain estimates in terms of the size of the initial data for the blow-up ...
This work develops the theory of the blow-up phenomena for Joseph–Egri equation. The existence of th...
We investigate the blow-up of the solutions to a nonlinear parabolic system with Robin boundary cond...
Abstract. We find an estimate for the blow-up time in terms of the initial data for solutions of the...
Abstract. We find a bound for the modulus of continuity of the blow-up time for the semilinear parab...
Abstract. We present results for finite time blow-up for filtration problems with nonlinear reaction...
We present results for finite time blow-up for filtration problems with nonlinear reaction under app...
In this paper we prove a general result concerning continuity of the blow-up time and the blow-up se...
AbstractWe investigate the blow-up of solutions of nonuniformly parabolic equations. It will be show...
[[abstract]]We investigate the blow-up of solutions of nonuniformly parabolic equations. It will be ...
In chapter 1 we prove that for the parabolic initial value prob- lem u(,t) = (DELTA)u + (delta)f(u) ...
Abstract. We find a bound for the modulus of continuity of the blow-up time for the problem ut = λ∆u...
AbstractIn this paper we study the large time behavior of positive solutions of the heat equation un...
AbstractWe study the blow-up of solutions of nonlinear heat equations in dimension 1. We show that f...
We consider here some conditions on initial value for parabolic problem which guarantee the blow-up ...
Abstract. In this note we obtain estimates in terms of the size of the initial data for the blow-up ...
This work develops the theory of the blow-up phenomena for Joseph–Egri equation. The existence of th...
We investigate the blow-up of the solutions to a nonlinear parabolic system with Robin boundary cond...