Add to ORKGUsing the test function technique, we obtain sufficient conditions for the blow-up of solutions to some differential equations and inequalities with advanced and delayed arguments, and for systems. Also we obtain upper estimates for the blow-up time
We present numerical evidence for the blow-up of solution for the Euler equations. Our approximate s...
This paper deals with the blow-up phenomena of solution to a reaction-diffusion equation with gradie...
Using a modification of the nonlinear capacity method, we establish sufficient conditions of blow-up...
We provide sufficient conditions for the blow-up of solutions to certain second-order differential ...
Abstract. The computation of blow-up solutions to a differential equation is often a difficult task....
We prove an above and a below differential inequality for the solutions of semilinear heat equation....
AbstractA first order differential inequality technique is used on suitably defined auxiliary functi...
We establish conditions for the blow-up of solutions to several systems of nonlinear differential...
we consider blow-up solutions to parabolic systems, coupled through their nonlinearities under vario...
In this paper we deal with the blow-up phenomena of solutions to two different classes of reaction-d...
ABSTRACT. Blow-up phenomena are analyzed for both the delay-differential equation (DDE) u′(t) = B′(...
AbstractA numerical method is proposed for estimating the blow-up time and the blow-up rate of the s...
ABSTRACT. Blow-up phenomena are analyzed for both the delay-differential equation (DDE) u′(t) = B′(...
For differential inequalities of the form (Formula presented.) where (Formula presented.) and b are ...
Abstract. We find an estimate for the blow-up time in terms of the initial data for solutions of the...
We present numerical evidence for the blow-up of solution for the Euler equations. Our approximate s...
This paper deals with the blow-up phenomena of solution to a reaction-diffusion equation with gradie...
Using a modification of the nonlinear capacity method, we establish sufficient conditions of blow-up...
We provide sufficient conditions for the blow-up of solutions to certain second-order differential ...
Abstract. The computation of blow-up solutions to a differential equation is often a difficult task....
We prove an above and a below differential inequality for the solutions of semilinear heat equation....
AbstractA first order differential inequality technique is used on suitably defined auxiliary functi...
We establish conditions for the blow-up of solutions to several systems of nonlinear differential...
we consider blow-up solutions to parabolic systems, coupled through their nonlinearities under vario...
In this paper we deal with the blow-up phenomena of solutions to two different classes of reaction-d...
ABSTRACT. Blow-up phenomena are analyzed for both the delay-differential equation (DDE) u′(t) = B′(...
AbstractA numerical method is proposed for estimating the blow-up time and the blow-up rate of the s...
ABSTRACT. Blow-up phenomena are analyzed for both the delay-differential equation (DDE) u′(t) = B′(...
For differential inequalities of the form (Formula presented.) where (Formula presented.) and b are ...
Abstract. We find an estimate for the blow-up time in terms of the initial data for solutions of the...
We present numerical evidence for the blow-up of solution for the Euler equations. Our approximate s...
This paper deals with the blow-up phenomena of solution to a reaction-diffusion equation with gradie...
Using a modification of the nonlinear capacity method, we establish sufficient conditions of blow-up...