Characteristic points, rectifiability and perimeter measure on stratified groups
By Valentino Magnani. 2006
86 citations recorded by the source corpus.
Subfields: Applied Mathematics, Geometry and Topology
View Paper: https://www.semanticscholar.org/paper/d1af89703132f50822d0cacf925e9cf000256dff
How researchers see this paper
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In Applied Mathematics
- Valentino Magnani
- Francesco Serra Cassano
- Raul Paolo Serapioni
- Bruno Franchi
- Luigi Ambrosio
- Scott D. Pauls
- Davide Vittone
- Manuel Ritor'e
In Geometry and Topology
- Valentino Magnani
- Francesco Serra Cassano
- Raul Paolo Serapioni
- Bruno Franchi
- Davide Vittone
- Manuel Ritor'e
- F. Bigolin
- Nicola Garofalo
Citations in the corpus
- TOWARDS DIFFERENTIAL CALCULUS IN STRATIFIED GROUPS (2007, background): “In general stratified groups, (G,M)-regular sets of G have been considered in [19], without assuming that the differential of the defining mapping is an h-epimorphism.”
- Regular submanifolds, graphs and area formula in Heisenberg groups (2007, background): “clidean submanifold need not to be group regular due to the presence of the so called characteristic points where no intrinsic notion of tangent space to the surface exists (see [6], [ 18 ]).”
- Sub-Riemannian vs. Euclidean dimension comparison and fractal geometry on Carnot groups (2009, unknown): “16 of [43] asserts the (Q− (N −α))-negligibility of the horizontal subset C(Σ) of Σ, see Definition 2.”