10 pagesInternational audienceThis note is concerned with proving the finite speed of propagation for some non-local porous medium equation by adapting arguments developed by Caffarelli and Vázquez (2010)
In this letter we explore the propagation behavior of permeability reduction due to particulate tran...
AbstractIt has long been known that the heat equation displays infinite speed of propagation. This i...
International audienceFinite speed of propagation is established for non-negative weak solutions t...
Barbu V, Röckner M. Localization of solutions to stochastic porous media equations: finite speed of ...
The behavior of solutions to the classical porous medium equation is by now well understood: the sup...
International audienceThis article is concerned with a porous medium equation whose pressure law is ...
Abstract. We prove finite speed of propagation for stochastic porous media equations perturbed by li...
We study a generalization of the porous medium equation involving nonlocal terms. In particular, the...
Abstract. Flow of two immiscible, incompressible uids in a porous medium is typ-ically described by...
AbstractIn this paper a porous medium equation with a moving localized source ut=ur(Δu+af(u(x0(t),t)...
We study the general nonlinear diffusion equation $u_t=\nabla\cdot (u^{m-1}\nabla (-\Delta)^{-s}u)...
In this article we are interested in the propagation speed for solution of hyperbolic boundary value...
Abstract. We prove the property of finite speed of propagation for degenerate parabolic equations o...
Tesis doctoral inédita leída en la Universidad Autónoma de Madrid, Facultad de Ciencias, Departament...
Travelling waves for nonlocal reaction–diffusion equations are studied. The minimax representation o...
In this letter we explore the propagation behavior of permeability reduction due to particulate tran...
AbstractIt has long been known that the heat equation displays infinite speed of propagation. This i...
International audienceFinite speed of propagation is established for non-negative weak solutions t...
Barbu V, Röckner M. Localization of solutions to stochastic porous media equations: finite speed of ...
The behavior of solutions to the classical porous medium equation is by now well understood: the sup...
International audienceThis article is concerned with a porous medium equation whose pressure law is ...
Abstract. We prove finite speed of propagation for stochastic porous media equations perturbed by li...
We study a generalization of the porous medium equation involving nonlocal terms. In particular, the...
Abstract. Flow of two immiscible, incompressible uids in a porous medium is typ-ically described by...
AbstractIn this paper a porous medium equation with a moving localized source ut=ur(Δu+af(u(x0(t),t)...
We study the general nonlinear diffusion equation $u_t=\nabla\cdot (u^{m-1}\nabla (-\Delta)^{-s}u)...
In this article we are interested in the propagation speed for solution of hyperbolic boundary value...
Abstract. We prove the property of finite speed of propagation for degenerate parabolic equations o...
Tesis doctoral inédita leída en la Universidad Autónoma de Madrid, Facultad de Ciencias, Departament...
Travelling waves for nonlocal reaction–diffusion equations are studied. The minimax representation o...
In this letter we explore the propagation behavior of permeability reduction due to particulate tran...
AbstractIt has long been known that the heat equation displays infinite speed of propagation. This i...
International audienceFinite speed of propagation is established for non-negative weak solutions t...
DOI
Add to ORKG