This Note is devoted to obtaining an approximation result for $\BV$-functions by means of a quasi-polyhedral sequence of $\BV$-functions. This approximation could have interesting applications in some problems of the Calculus of Variations
A new approximation result for BV-functions / Amar, Micol; DE CICCO, Virginia. - In: COMPTES RENDUS MATHÉMATIQUE. - ISSN 1631-073X. - 340:10(2005), pp. 735-738. [10.1016/j.crma.2005.03.027]
A new approximation result for BV-functions
AMAR, Micol;DE CICCO, Virginia
2005
Abstract
This Note is devoted to obtaining an approximation result for $\BV$-functions by means of a quasi-polyhedral sequence of $\BV$-functions. This approximation could have interesting applications in some problems of the Calculus of VariationsFile allegati a questo prodotto
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