We consider the total variation functional TV(u) = \det Du\ defined on W-1,W-n(Omega,R-n) for Omegasubset ofR(n). An extension TVp is defined by relaxation in the weak topology of W-1,W-p for p
On the Relaxed Total Variation of Singular Maps / E. PAOLINI. - In: MANUSCRIPTA MATHEMATICA. - ISSN 0025-2611. - STAMPA. - 111:(2003), pp. 419-512. [10.1007/s00229-003-0381-5]
On the Relaxed Total Variation of Singular Maps
PAOLINI, EMANUELE
2003
Abstract
We consider the total variation functional TV(u) = \det Du\ defined on W-1,W-n(Omega,R-n) for Omegasubset ofR(n). An extension TVp is defined by relaxation in the weak topology of W-1,W-p for p
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