A recent literature (4,5,6,7) shows that a key role in the understanding of different kind of problems in nonlinear analysis, is played by functional class S introduced by the authors in connection with some optimal partition problems. The aim of this paper is to give a presentation of S and an overview of the regularity theory so far developed for its elements
Conti, M., Verzini, G., Terracini, S. (2005). A regularity theory for optimal partition problems. In SPT 2004: SYMMETRY AND PERTURBATION THEORY (pp.91-98). World Scientific [10.1142/9789812702142_0012].
A regularity theory for optimal partition problems
Terracini, S
2005
Abstract
A recent literature (4,5,6,7) shows that a key role in the understanding of different kind of problems in nonlinear analysis, is played by functional class S introduced by the authors in connection with some optimal partition problems. The aim of this paper is to give a presentation of S and an overview of the regularity theory so far developed for its elements
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