6 citations · 7 across the 7 of their papers we have counts for
5 papers · 1 filter
Hamilton-Jacobi equations involving a Caputo time-fractional derivative
Daniela Di Donato
We prove a representation formula of intrinsic Hopf-Lax type for subsolutions to Hamilton-Jacobi equations involving a Caputo time-fractional derivative.
Intrinsically quasi-isometric sections in metric spaces
Daniela Di Donato
This note is a contribution to large scale geometry. More precisely, we introduce the intrinsically quasi-isometric sections in metric spaces and we investigate their properties: t…
A note about Intrinsically Lipschitz constants
Daniela Di Donato
Recently, Le Donne and the author introduce a notion of intrinsically Lipschitz graphs in metric spaces. The idea of this paper is to investigate about the properties of the intrin…
Intrinsically Lipschitz graphs on semidirect products of groups
Daniela Di Donato
In the metric spaces, we give some equivalent condition of intrinsically Lipschitz maps introduce by Franchi, Serapioni and Serra Cassano in subRiemannian Carnot groups. Unlike wha…
Characterizations of uniformly differentiable co-horizontal intrinsic graphs in Carnot groups
Gioacchino Antonelli, Daniela Di Donato, Sebastiano Don +1
In arbitrary Carnot groups we study intrinsic graphs of maps with horizontal target. These graphs are regular exactly when the map is uniformly intrinsically differentiable…