Relative Minimizer of Prescribed Mean Curvature Equation

スポンサーリンク

概要

• 論文の詳細を見る

• We consider a relative minimizer of the H-system where H is not necessarily a constant. It is known now that for H in a neighborhood of some appropriate constant H_0, there exists a relative minimizer X__- of the functional E_H. In this paper, we show some properties of a relative minimizer X__-, especially that there exists some neighborhood U of X__- outside of which every critical value is greater than that of X__-.

• 徳島大学の論文
• 1996-02-20

著者

• Kohda Atsuhito

  Department Of Applied Mathematics Faculty Of Engineering The University Of Tokushima

関連論文

• Existence and Uniqueness of Quasiperiodic Solutions to Van der Pol type Equations
• On Uniform Limit of Quasiperiodic Functions
• On Serrin's Boundary Point Lemma at a Corner
• Some Remarks on the Conformal Transformations of the Unit Disk
• A Note on the Blow-up Pattern for a Parabolic Equation
• Relative Minimizer of Prescribed Mean Curvature Equation

スポンサーリンク