DOIAbstract
AbstractWe study existence and uniqueness of solutions for the equationx′=∇u(x) whenuis not necessarily differentiable everywhere
AbstractWe study existence and uniqueness of solutions for the equationx′=∇u(x) whenuis not necessarily differentiable everywhere
We consider the gradient flow of a one-homogeneous functional, whose dual involves the derivative of...
We deal with the uniqueness of distributional solutions to the continuity equation with a Sobolev ve...
summary:This paper is devoted to the existence and uniqueness of solutions for gradient systems of e...
AbstractWe study existence and uniqueness of solutions for the equationx′=∇u(x) whenuis not necessar...
We consider the gradient flow of a quadratic non-autonomous energy under monotonicity constraints. ...
We are interested in the gradient flow of a general first order convex functional with respect to th...
Abstract: We establish uniqueness of solutions to divergent second-order elliptic equation...
We use a level-set method to describe surfaces moving by mean curvature. The interesting partial dif...
This note addresses the Cauchy problem for the gradient flow equation in a Hilbert space governed by ...
We provide some counterexamples concerning the uniqueness and regularity of weak solutions to the in...
We study the L2-gradient flow of the nonconvex functional F phi(u) := 1/2 integral((0,1)) phi(u(x)) ...
We consider the gradient flow of a one-homogeneous functional, whose dual involves the derivative of...
We study the L2-gradient flow of the nonconvex functional F phi(u) := 1/2 integral((0,1)) phi(u(x)) ...
AbstractIn this article, we use a Galerkin method to prove a maximal regularity result for the follo...
AbstractIn this article, we prove a comparison result for viscosity solutions of a certain class of ...
We consider the gradient flow of a one-homogeneous functional, whose dual involves the derivative of...
We deal with the uniqueness of distributional solutions to the continuity equation with a Sobolev ve...
summary:This paper is devoted to the existence and uniqueness of solutions for gradient systems of e...
AbstractWe study existence and uniqueness of solutions for the equationx′=∇u(x) whenuis not necessar...
We consider the gradient flow of a quadratic non-autonomous energy under monotonicity constraints. ...
We are interested in the gradient flow of a general first order convex functional with respect to th...
Abstract: We establish uniqueness of solutions to divergent second-order elliptic equation...
We use a level-set method to describe surfaces moving by mean curvature. The interesting partial dif...
This note addresses the Cauchy problem for the gradient flow equation in a Hilbert space governed by ...
We provide some counterexamples concerning the uniqueness and regularity of weak solutions to the in...
We study the L2-gradient flow of the nonconvex functional F phi(u) := 1/2 integral((0,1)) phi(u(x)) ...
We consider the gradient flow of a one-homogeneous functional, whose dual involves the derivative of...
We study the L2-gradient flow of the nonconvex functional F phi(u) := 1/2 integral((0,1)) phi(u(x)) ...
AbstractIn this article, we use a Galerkin method to prove a maximal regularity result for the follo...
AbstractIn this article, we prove a comparison result for viscosity solutions of a certain class of ...
We consider the gradient flow of a one-homogeneous functional, whose dual involves the derivative of...
We deal with the uniqueness of distributional solutions to the continuity equation with a Sobolev ve...
summary:This paper is devoted to the existence and uniqueness of solutions for gradient systems of e...
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