The characterization of Riemannian metric arising from phase transition problems

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概要

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• We present one property of the Riemannian metric which is derived from the positive power of potential functions. Then this property is applied to the study of the $\Gamma$-convergence of energy functionals which are associated with the Euler-Lagrange $p$-Laplacian equation.

• 東北大学の論文

著者

• Lee Shu-cheng

  Department Of Mathematics Fu Jen Catholic University

• Chang Mao-sheng

  Department Of Mathematics Fu Jen Catholic University

• Yen Chien-chang

  Department Of Mathematics Fu Jen Catholic University

関連論文

• The characterization of Riemannian metric arising from phase transition problems
• Spike sorting by a minimax reduced feature set based on finite differences

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