Calculus of Variations and Geometric Measure Theory
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L. De Pascale - A. Pratelli

Regularity properties for Monge Transport Density and for Solutions of some Shape Optimization Problem

created on 14 Nov 2000
modified by paolini on 19 Nov 2012


Published Paper

Inserted: 14 nov 2000
Last Updated: 19 nov 2012

Journal: Calc. Var. Partial Differential Equations
Volume: 14
Number: 3
Pages: 249-274
Year: 2002


In this paper we study the dimension of some measures which are related to the classical Monge's optimal mass transport problem and are solutions of a scalar shape optimization problem. Moreover in the case of maximal dimension we will study the summability of the associate densities.


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