AbstractWe get simple conditions under which the elliptic system −Δu=up1vq1, −Δv=up2vq2inRn,n≥3 withpi+qi>1,i=1,2 has no positive radially symmetric solutions. Then by using this nonexistence result, we establish blow-up estimates for reaction-diffusion system of Fujita typeut=Δu+up1vq1,vt=Δv+up2vq2with the homogeneous Dirichlet boundary value condition
AbstractIn this work we consider the nonexistence of a positive entire solution for the quasilinear ...
We investigate the blowup properties of the positive solutions for a semilinear reaction-diffusion s...
AbstractWe show that entire positive solutions exist for the semilinear elliptic system Δu=p(x)vα, Δ...
AbstractThe prior estimate and decay property of positive solutions are derived for a system of quas...
AbstractThe prior estimate and decay property of positive solutions are derived for a system of quas...
AbstractWe get simple conditions under which the elliptic system −Δu=up1vq1, −Δv=up2vq2inRn,n≥3 with...
AbstractThe prior estimate and decay property of positive solutions are derived for a system of quas...
AbstractThis paper deals with the blowup estimates of positive solutions for a semilinear reaction d...
AbstractThe prior estimate and decay property of positive solutions are derived for a system of quas...
Abstract. We consider the Cauchy problem for the reaction-diffusion system with the nonlinear terms ...
Abstract. This paper deals with nonexistence result for positive solution in C 1 (Ω) to the followin...
Nonexistence and radial symmetry of positive solutions for a class of semilinear elliptic systems ar...
In this paper we study the existence and nonexistence of positive singular radial solutions of the D...
We consider the Cauchy problem for the reactiondiffusion ystem with the nonlinear terms |x|σjupj vqj...
AbstractThis paper deals with the blow-up rate of positive solution to semilinear reaction diffusion...
AbstractIn this work we consider the nonexistence of a positive entire solution for the quasilinear ...
We investigate the blowup properties of the positive solutions for a semilinear reaction-diffusion s...
AbstractWe show that entire positive solutions exist for the semilinear elliptic system Δu=p(x)vα, Δ...
AbstractThe prior estimate and decay property of positive solutions are derived for a system of quas...
AbstractThe prior estimate and decay property of positive solutions are derived for a system of quas...
AbstractWe get simple conditions under which the elliptic system −Δu=up1vq1, −Δv=up2vq2inRn,n≥3 with...
AbstractThe prior estimate and decay property of positive solutions are derived for a system of quas...
AbstractThis paper deals with the blowup estimates of positive solutions for a semilinear reaction d...
AbstractThe prior estimate and decay property of positive solutions are derived for a system of quas...
Abstract. We consider the Cauchy problem for the reaction-diffusion system with the nonlinear terms ...
Abstract. This paper deals with nonexistence result for positive solution in C 1 (Ω) to the followin...
Nonexistence and radial symmetry of positive solutions for a class of semilinear elliptic systems ar...
In this paper we study the existence and nonexistence of positive singular radial solutions of the D...
We consider the Cauchy problem for the reactiondiffusion ystem with the nonlinear terms |x|σjupj vqj...
AbstractThis paper deals with the blow-up rate of positive solution to semilinear reaction diffusion...
AbstractIn this work we consider the nonexistence of a positive entire solution for the quasilinear ...
We investigate the blowup properties of the positive solutions for a semilinear reaction-diffusion s...
AbstractWe show that entire positive solutions exist for the semilinear elliptic system Δu=p(x)vα, Δ...
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