In the last years there has been some interest in studying mappings in the fractional Sobolev space W 1/2 (, S 1 ). We characterize here in the framework of Cartesian currentsthe class of weak limits of sequences of smooth mappings with values into S 1 with equibounded W^1/2 energies.

On sequences of maps into S^1 with equibounded W^{1/2} energies / M. GIAQUINTA; G. MODICA; J. SOUCEK. - In: SELECTA MATHEMATICA. - ISSN 1022-1824. - STAMPA. - 10:(2004), pp. 359-375. [10.1007/s00029-004-0379-1]

On sequences of maps into S^1 with equibounded W^{1/2} energies

MODICA, GIUSEPPE;
2004

Abstract

In the last years there has been some interest in studying mappings in the fractional Sobolev space W 1/2 (, S 1 ). We characterize here in the framework of Cartesian currentsthe class of weak limits of sequences of smooth mappings with values into S 1 with equibounded W^1/2 energies.
2004
10
359
375
M. GIAQUINTA; G. MODICA; J. SOUCEK
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/213716
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