AbstractIn this work we investigate temporal decay bounds of a system of doubly diffusive problems arising from Luikov’s system of equations under Dirichlet or Neumann boundary conditions. Under various assumptions on the coefficients we derive decay bounds for L2 integrals
AbstractWe consider the van der Pol equation d2dt2u(t)−εddtu(t)+εu2(t−r)ddtu(t−r)+u(t)=0 with the de...
AbstractIn this paper, the authors study the equation ut=div(|Du|p−2Du)+|u|q−1u−λ|Du|l in RN with p>...
AbstractExamples of coupled Euler–Bernoulli beams with pointwise dissipation are considered. Exponen...
AbstractIn this work we consider an initial boundary value problem related to the equation ut−div|∇u...
AbstractConsider the initial boundary value problem for the linear dissipative wave equation (□+∂t)u...
AbstractMany special cases of the classical Keller–Segel system for modeling chemotaxis have been in...
The 2D Euler equations with random initial condition has been investigates by Albeverio and Cruzeiro...
AbstractWe prove uniform local-in-time existence and uniqueness of solutions to the density-dependen...
AbstractIn this paper we prove some properties of the maximal solution of Navier–Stokes equations. I...
AbstractIn this work, we consider a fourth-order four-point boundary value problem for dynamic equat...
AbstractWe study the time-decay of weighted norms of weak and strong solutions to the Navier–Stokes ...
We prove that the Lipschitz constant of the Lipschitz stability result for the inverse conductivity ...
International audienceIn this paper, we use duality arguments "\'{a} la Michel Pierre" to establish ...
We consider the equation $ \psi_t -\Delta \psi + c | \psi |^{p-1} \psi=0$ with Neumann boundary cond...
AbstractWe prove that the Lipschitz constant of the Lipschitz stability result for the inverse condu...
AbstractWe consider the van der Pol equation d2dt2u(t)−εddtu(t)+εu2(t−r)ddtu(t−r)+u(t)=0 with the de...
AbstractIn this paper, the authors study the equation ut=div(|Du|p−2Du)+|u|q−1u−λ|Du|l in RN with p>...
AbstractExamples of coupled Euler–Bernoulli beams with pointwise dissipation are considered. Exponen...
AbstractIn this work we consider an initial boundary value problem related to the equation ut−div|∇u...
AbstractConsider the initial boundary value problem for the linear dissipative wave equation (□+∂t)u...
AbstractMany special cases of the classical Keller–Segel system for modeling chemotaxis have been in...
The 2D Euler equations with random initial condition has been investigates by Albeverio and Cruzeiro...
AbstractWe prove uniform local-in-time existence and uniqueness of solutions to the density-dependen...
AbstractIn this paper we prove some properties of the maximal solution of Navier–Stokes equations. I...
AbstractIn this work, we consider a fourth-order four-point boundary value problem for dynamic equat...
AbstractWe study the time-decay of weighted norms of weak and strong solutions to the Navier–Stokes ...
We prove that the Lipschitz constant of the Lipschitz stability result for the inverse conductivity ...
International audienceIn this paper, we use duality arguments "\'{a} la Michel Pierre" to establish ...
We consider the equation $ \psi_t -\Delta \psi + c | \psi |^{p-1} \psi=0$ with Neumann boundary cond...
AbstractWe prove that the Lipschitz constant of the Lipschitz stability result for the inverse condu...
AbstractWe consider the van der Pol equation d2dt2u(t)−εddtu(t)+εu2(t−r)ddtu(t−r)+u(t)=0 with the de...
AbstractIn this paper, the authors study the equation ut=div(|Du|p−2Du)+|u|q−1u−λ|Du|l in RN with p>...
AbstractExamples of coupled Euler–Bernoulli beams with pointwise dissipation are considered. Exponen...
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