Maps into manifolds and currents: area and W1,2-,W1/2-, BV-energies Zoom

Mariano Giaquinta Domenico Mucci

Maps into manifolds and currents: area and W1,2-,W1/2-, BV-energies

pp. xxii-391

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This volume deals with the problem of characterizing the limit points of sequences of smooth maps from the unit ball of Rn with values into a smooth boundaryless Riemannian manifold and with equibounded ‘integral energies’. After surveying some known results about Cartesian currents and graphs with finite area and finite boundary area, we do characterize, as in the title, weak limits of sequences of smooth maps with equibounded W1,2ˉ, W1/2ˉ, or BVˉenergies.

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Titolo Maps into manifolds and currents: area and W1,2-,W1/2-, BV-energies
Autore Mariano Giaquinta Domenico Mucci
Editing/translation No
ISBN 88-7642-200-5
Anno di pubblicazione 2006
Oggetto Matematica e storia della matematica
Link acquista http://www.springer.com/birkhauser/mathematics/scuola+normale+superiore/book/978-88-7642-200-3
Notes No

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