Asymptotic expansions of the mean values of Dirichlet L-functions III.
Masanori Katsurada (1994)
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Masanori Katsurada (1994)
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Michael Drmota, Mariusz Skalba (1995)
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H. Berestycki, M. Gross, F. Pacella (1992)
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Gabriella Tarantello (1993)
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Henry C. Wente (1973/74)
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Enrique Lami Dozo, María C. Mariani (1993)
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Donato Passaseo (1989)
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Olivier Rey (1989)
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G. Fang, N. Choussoub (1992)
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M. Struwe, A. Ambrosetti (1986)
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Gilles A. Francfort, Nam Q. Le, Sylvia Serfaty (2008)
ESAIM: Control, Optimisation and Calculus of Variations
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Critical points of a variant of the Ambrosio-Tortorelli functional, for which non-zero Dirichlet boundary conditions replace the fidelity term, are investigated. They are shown to converge to particular critical points of the corresponding variant of the Mumford-Shah functional; those exhibit many symmetries. That Dirichlet variant is the natural functional when addressing a problem of brittle fracture in an elastic material.
G. Di Fazio (1994)
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Michael Reeken (1974)
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Andrea Braides, Lino Notarantonio (1993)
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