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Sufficient conditions for global minimality of metastable states in a class of non-convex functionals: a simple approach via quadratic lower bounds - MaRDI portal

Sufficient conditions for global minimality of metastable states in a class of non-convex functionals: a simple approach via quadratic lower bounds (Q2348239)

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Sufficient conditions for global minimality of metastable states in a class of non-convex functionals: a simple approach via quadratic lower bounds
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    Sufficient conditions for global minimality of metastable states in a class of non-convex functionals: a simple approach via quadratic lower bounds (English)
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    11 June 2015
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    non-convex energy functionals
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    global minimizers
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    double-well potential
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    metastable state
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    Ohta-Kawasaki functional
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    phase-field crystal functional
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