We discuss Lp integrability estimates for the solution u of the advection–diffusion equation ∂tu+div(bu)=Δu, where the velocity field b∈LtrLxq. We first summarize some classical results proving such estimates for certain ranges of the exponents r and q. Afterwards we prove the optimality of such ranges by means of new original examples. © 2017, Springer International Publishing AG
We study the convergence of a Finite Volume scheme for the linear advection equation with a Lipschit...
Abstract. A new theory for the advective–diffusive phenomenon is described in this study and the cau...
AbstractWe consider the evolution of a quantity advected by a compressible flow and subject to diffu...
We discuss Lp integrability estimates for the solution u of the advection-diffusion equation ∂tu+div...
We discuss Lp integrability estimates for the solution u of the advection–diffusion equation ∂tu+div...
In this paper we investigate optimal control problems governed by a advection-diffusion-reaction equ...
In this paper we give proof of three binomial coefficient inequalities. These inequalities are key i...
7.50Available from British Library Document Supply Centre- DSC:3310.76(8517) / BLDSC - British Libra...
summary:We consider the original DG method for solving the advection-reaction equations with arbitra...
We propose a general approach for the numerical approximation of optimal control problems governed b...
We study the implicit upwind finite volume scheme for numerically approximating the advection–diffus...
We study the implicit upwind finite volume scheme for numerically approximating the advection–diffus...
We study the convergence of a Finite Volume scheme for the linear advection equation with a Lipschit...
We study the convergence of a Finite Volume scheme for the linear advection equation with a Lipschit...
We study the convergence of a Finite Volume scheme for the linear advection equation with a Lipschit...
We study the convergence of a Finite Volume scheme for the linear advection equation with a Lipschit...
Abstract. A new theory for the advective–diffusive phenomenon is described in this study and the cau...
AbstractWe consider the evolution of a quantity advected by a compressible flow and subject to diffu...
We discuss Lp integrability estimates for the solution u of the advection-diffusion equation ∂tu+div...
We discuss Lp integrability estimates for the solution u of the advection–diffusion equation ∂tu+div...
In this paper we investigate optimal control problems governed by a advection-diffusion-reaction equ...
In this paper we give proof of three binomial coefficient inequalities. These inequalities are key i...
7.50Available from British Library Document Supply Centre- DSC:3310.76(8517) / BLDSC - British Libra...
summary:We consider the original DG method for solving the advection-reaction equations with arbitra...
We propose a general approach for the numerical approximation of optimal control problems governed b...
We study the implicit upwind finite volume scheme for numerically approximating the advection–diffus...
We study the implicit upwind finite volume scheme for numerically approximating the advection–diffus...
We study the convergence of a Finite Volume scheme for the linear advection equation with a Lipschit...
We study the convergence of a Finite Volume scheme for the linear advection equation with a Lipschit...
We study the convergence of a Finite Volume scheme for the linear advection equation with a Lipschit...
We study the convergence of a Finite Volume scheme for the linear advection equation with a Lipschit...
Abstract. A new theory for the advective–diffusive phenomenon is described in this study and the cau...
AbstractWe consider the evolution of a quantity advected by a compressible flow and subject to diffu...