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Caccioppoli set
Known as:
Set of finite perimeter
In mathematics, a Caccioppoli set is a set whose boundary is measurable and has a (at least locally) finite measure. A synonym is set of (locally…
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Related topics
Related topics
11 relations
Bounded variation
Distribution (mathematics)
Gradient
Hausdorff measure
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Broader (1)
Calculus of variations
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2018
2018
A ug 2 01 6 Convergence of the thresholding scheme for multi-phase mean-curvature flow
Tim Laux
,
F. Otto
2018
Corpus ID: 54060904
We consider the thresholding scheme, a time discretization for mean curvature flow introduced by Merriman, Bence and Osher. We…
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2017
2017
Properties of a Hilbertian Norm for Perimeter
Felipe Hernández
2017
Corpus ID: 119146175
A recent paper of Jerison and Figalli proved a relationship between the $H^{1/2}$ norms of smoothed out indicator functions of…
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Review
2014
Review
2014
Conservation Law Models of Granular Flow
A. Bressan
,
Gui-Qiang G. Chen
,
J. Chen
2014
Corpus ID: 585493
2014 International Conference on Nonlinear Evolutionary Partial Differential Equations--Theories and Applications 17 Conservation…
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2013
2013
ON INDECOMPOSABLE SETS WITH APPLICATIONS
A. Lorent
2013
Corpus ID: 119586963
In this note we show the characteristic function of every indecomposable set F in the plane is BV equivalent to the…
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2013
2013
Application of Geometric measure Theory in Continuum Mechanics: The Configuration Space, Principle of Virtual Power and Cauchy's Stress Theory for Rough Bodies
L. Falach
2013
Corpus ID: 119134855
In this work, the principles of Homological Integration Theory are applied to the mathematical formulation of continuum mechanics…
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2012
2012
Sets of Finite Perimeter and Geometric Variational Problems: The reverse Poincaré inequality
F. Maggi
2012
Corpus ID: 116631945
2009
2009
Tangent Halfspaces to Sets of Finite Perimeter in Carnot Groups
L. Ambrosio
2009
Corpus ID: 116260095
We consider sets of locally finite perimeter in Carnot groups. We show that if E is a set of locally finite perimeter in a Carnot…
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2009
2009
HÖLDER CONDITIONS IN THE DIVERGENCE THEOREM
W. F. Pfeffer
2009
Corpus ID: 67838913
In the framework of Lebesgue integration and bounded sets of finite perime- ter, we present a straightforward proof of the…
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2006
2006
OPTIMAL SHAPES IN FORCE FIELDS
L. Granieri
,
F. Maddalena
2006
Corpus ID: 14263601
We study a variational problem involving material shapes, modeled as Radon measures on a given ambient space, in a force vector…
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2003
2003
On some recent developments of the theory of sets of finite perimeter
L. Ambrosio
2003
Corpus ID: 73662654
— In this paper we describe some recent progress on the theory of sets of finite perimeter, currents, and rectifiability in…
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