AbstractIn this paper, we consider a strongly damped wave equation with fractional damping on part of its boundary and also with an internal source. Under some appropriate assumptions on the parameters, and with certain initial data, a blow-up result with positive initial energy is established
In this paper we prove a blow up result for solutions of the wave equation with damping of fractiona...
AbstractThis paper concerns the blow-up of solutions to utt−Δu=|u|p in high dimensions for n⩾4 and 1...
AbstractWe discuss the existence of periodic solutions to the wave equation with variable coefficien...
AbstractWe consider the system of nonlinear wave equations {utt+ut+|ut|m−1ut=div(ρ1(|∇u|2)∇u)+f1(u,v...
Abstract. We consider the wave equation with a fractional damping of order between 0 and 1 and a pol...
AbstractIn this paper, we consider the following problem{ytt−yxx+yt=|y|p−1y,(x,t)∈(0,L)×(0,T),y(0,t)...
AbstractIn this work we consider a multi-dimensional higher-order Kirchhoff-type wave equation, with...
International audienceWe exhibit $\mathcal C^{\infty}$ type II blow up solutions to the focusing ene...
AbstractIn this paper, we study a nonlinear wave equation with anisotropy and a source term. Under s...
AbstractIn this paper we consider the Cauchy problem for a nonlinear wave equation with linear dampi...
In this paper, we study the initial boundary value problem of space-fractional diffusion equations. ...
Consider the initial boundary value problem for degenerate dissipative wave equations of Kirchhoff t...
AbstractIn this paper, we prove the exponential decay of local energy for the critical wave equation...
AbstractIn this work we consider an initial boundary value problem related to the equation ut−div|∇u...
AbstractThe paper deals with local and global existence for the solutions of the wave equation in bo...
In this paper we prove a blow up result for solutions of the wave equation with damping of fractiona...
AbstractThis paper concerns the blow-up of solutions to utt−Δu=|u|p in high dimensions for n⩾4 and 1...
AbstractWe discuss the existence of periodic solutions to the wave equation with variable coefficien...
AbstractWe consider the system of nonlinear wave equations {utt+ut+|ut|m−1ut=div(ρ1(|∇u|2)∇u)+f1(u,v...
Abstract. We consider the wave equation with a fractional damping of order between 0 and 1 and a pol...
AbstractIn this paper, we consider the following problem{ytt−yxx+yt=|y|p−1y,(x,t)∈(0,L)×(0,T),y(0,t)...
AbstractIn this work we consider a multi-dimensional higher-order Kirchhoff-type wave equation, with...
International audienceWe exhibit $\mathcal C^{\infty}$ type II blow up solutions to the focusing ene...
AbstractIn this paper, we study a nonlinear wave equation with anisotropy and a source term. Under s...
AbstractIn this paper we consider the Cauchy problem for a nonlinear wave equation with linear dampi...
In this paper, we study the initial boundary value problem of space-fractional diffusion equations. ...
Consider the initial boundary value problem for degenerate dissipative wave equations of Kirchhoff t...
AbstractIn this paper, we prove the exponential decay of local energy for the critical wave equation...
AbstractIn this work we consider an initial boundary value problem related to the equation ut−div|∇u...
AbstractThe paper deals with local and global existence for the solutions of the wave equation in bo...
In this paper we prove a blow up result for solutions of the wave equation with damping of fractiona...
AbstractThis paper concerns the blow-up of solutions to utt−Δu=|u|p in high dimensions for n⩾4 and 1...
AbstractWe discuss the existence of periodic solutions to the wave equation with variable coefficien...