九州関数方程式セミナー 平成27年度後期講演

日時 2月16日(火) 16:15--17:15
会場 福岡大学 セミナーハウス 2階 セミナー室 B
講師 三竹 大寿 氏 (広島大学)
題目 Asymptotic speed of the crystal growth
概要 In the talk, I will propose a model equation to study the crystal growth, which is described by a level-set mean curvature flow equation with driving and source terms. We establish the well-posedness of solutions, and study the asymptotic speed. Interestingly, a new type of nonlinear phenomena in terms of asymptotic speed of solutions appears because of the double nonlinear effects coming from the surface evolution and the source term, which is sensitive to the shapes of source terms. This is a joint work with Y. Giga (U. Tokyo), and H. V. Tran (U. Wisconsin-Madison).

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