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second variation formula中文是什么意思

  • 第二变分公式

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  • 例句与用法
  • The second part consist of chapter four . in chapter one , we study the energy density of harmonic map from finsler manifold and generalize classical result in [ se ] . in chapter two , we obtain lower estimates for the first eigenvalue of the laplace operator on a compact finsler manifold , and it generalize lichnerowicz - obata theorem [ li ] [ ob ] . in chapter three , we derive the first and second variation formula for harmonic maps between finsler manifolds . as an application , some nonexistence theorems of nonconstant stable harmonic maps from a finsler manifold to a riemannian manifold are given
    第一章讨论finsler流形到黎曼流形调和映射的能量密度的间隙性,推广了[ se ]中的结果。第二章对紧致finsler流形上laplace算子的第一特征值的下界作了估计,推广了黎曼流形上的lichnerowicz - obata定理[ li ] [ ob ] 。
  • One of open problems is to study harmonic maps between finsler manifolds and derive the first and second variation formula for harmonic maps between finsler manifolds . firstly , we define harmonic map between finsler manifold . in fact , it is the harmonic map from projective sphere bundle of source manifold to the projective sphere bundle of target manifold
    算子的第一非零特征值凡全mk .特别地,当‘ ,二二k时, m的直径为六?当m是黎曼流形时,由moer “定理的推论直接可知m与半径为去的球等距
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Last modified time:Mon, 11 Aug 2025 00:29:56 GMT

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