The paper is concerned with non-conforming wavelet-type discretization of elliptic partial differential equations. In particular it analyzes some implementation issues related to the form of the constraint operator in the Mortar approach. Moreover it gives a preliminary example of the coupling of wavelets with finite elements in non-trivial geometries.

Implementation of the Mortar method in the wavelet context / S., Bertoluzza; Falletta, Silvia; V., Perrier. - In: JOURNAL OF SCIENTIFIC COMPUTING. - ISSN 0885-7474. - STAMPA. - 29:2(2006), pp. 219-255.

Implementation of the Mortar method in the wavelet context

FALLETTA, SILVIA;
2006

Abstract

The paper is concerned with non-conforming wavelet-type discretization of elliptic partial differential equations. In particular it analyzes some implementation issues related to the form of the constraint operator in the Mortar approach. Moreover it gives a preliminary example of the coupling of wavelets with finite elements in non-trivial geometries.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11583/1645212
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