Abstract. This paper presents a proof of a derivation lemma on the space of BV functions. The origin of this question can be found in the context of the image matching in the framework of large deformation diffeomorphisms. To compute the geodesic equations on the space of diffeomorphisms, one needs this result, which also gives the structure of the initial momentum, i.e. the central tool in the Hamiltonian formulation of geodesic equations. Content
This thesis takes place in the context of image matching within the framework of large deformation d...
. The linear spaces generated by the eigenfunctions of a differential operator are well-known in app...
We consider semidensities on a supermanifold E with an odd symplectic structure. We define a new Δ-o...
Le cadre de l’appariement d’images via des groupes de difféomorphismes est étendu à l’ensemble des f...
The notion of nondegenerate critical point in the BV formalism is studied. The analogs of the Morse ...
Some decomposition results for functions with bounded variation are obtained by using Gagliardo's Th...
summary:These notes are intended to provide a self-contained introduction to the basic ideas of fini...
12 figuresInternational audienceIn this paper, we describe in detail a model of geometric-functional...
We consider the notion of shift tangent vector introduced in [7] for real valued BV functions and in...
AbstractWe consider coefficient bodies Mn for univalent functions. Based on the Löwner–Kufarev param...
Given any smooth Anosov map we construct a Banach space on which the associated transfer operator is...
Contains fulltext : 176413.pdf (publisher's version ) (Closed access) ...
summary:The study of diffeomorphism group actions requires methods of infinite dimensional analysis....
Abstract. In the landmark large deformation diffeomorphic metric map-ping (landmark-LDDMM) formulati...
Here we examine some connections between the notions of generalized arithmetic means, geodesics, Lag...
This thesis takes place in the context of image matching within the framework of large deformation d...
. The linear spaces generated by the eigenfunctions of a differential operator are well-known in app...
We consider semidensities on a supermanifold E with an odd symplectic structure. We define a new Δ-o...
Le cadre de l’appariement d’images via des groupes de difféomorphismes est étendu à l’ensemble des f...
The notion of nondegenerate critical point in the BV formalism is studied. The analogs of the Morse ...
Some decomposition results for functions with bounded variation are obtained by using Gagliardo's Th...
summary:These notes are intended to provide a self-contained introduction to the basic ideas of fini...
12 figuresInternational audienceIn this paper, we describe in detail a model of geometric-functional...
We consider the notion of shift tangent vector introduced in [7] for real valued BV functions and in...
AbstractWe consider coefficient bodies Mn for univalent functions. Based on the Löwner–Kufarev param...
Given any smooth Anosov map we construct a Banach space on which the associated transfer operator is...
Contains fulltext : 176413.pdf (publisher's version ) (Closed access) ...
summary:The study of diffeomorphism group actions requires methods of infinite dimensional analysis....
Abstract. In the landmark large deformation diffeomorphic metric map-ping (landmark-LDDMM) formulati...
Here we examine some connections between the notions of generalized arithmetic means, geodesics, Lag...
This thesis takes place in the context of image matching within the framework of large deformation d...
. The linear spaces generated by the eigenfunctions of a differential operator are well-known in app...
We consider semidensities on a supermanifold E with an odd symplectic structure. We define a new Δ-o...