Stable Harmonic Maps from Complete Manifolds

机译：完全流形的稳定调和映射

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By choosing distinguished cross-sections in the second variational formula for harmonic maps from manifolds with not too fast volume growth into certain submanifolds in the Euclidean space some Liouville type theorems have been proved in this article. 9 refs. (Atomindex citation 18:010789)

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年度 1986
页码 1-11
总页数 11
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Mathematical Manifolds; Euclidean Space; Liouville Theorem; Maps; Topological Mapping;

机译：数学流形;欧氏空间; Liouville定理;映射;拓扑映射;

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专利

1. STABLE HARMONIC MAPS FROM COMPLETE MANIFOLDS [J] . 忻元龙数学物理学报：B辑英文版 . 1989,第004期

机译：完整歧管的稳定谐波图
2. Rough isometry, harmonic functions and harmonic maps on a complete Riemannian manifold [J] . Seok Woo Kim, Yong Hah Lee Journal of the Korean Mathematical Society . 1999,第1期

机译：完整的黎曼流形上的粗轴测图，调和函数和调和图
3. Stable harmonic maps between finsler manifolds and SSU manifolds [J] . Li J. Communications in contemporary mathematics . 2012,第3期

机译：Finsler歧管和SSU歧管之间的稳定谐波图
4. Compute 2D Stable and Unstable Manifolds of Nonlinear Maps [C] . Zhong Wu, Meng Jia, QingHua Ji International conference on informatics and management science;IMS 2012 . 2013

机译：计算非线性映射的2D稳定和不稳定流形
5. On the Irreducibility of the Spaces of Genus-0 Stable Maps and Quasimaps to Complete Intersections in Projective Space [D] . Chowdhury, Prithviraj. 2021

机译：关于Genus-0稳定地图的空间的不可缩放，以完成投影空间中的交叉口
6. Harmonic maps of S2 into a complex Grassmann manifold [O] . Shing-Shen Chern, Jon Wolfson 1985

机译：S2到复杂Grassmann流形的调和图
7. Hermitian harmonic maps from complete Hermitian manifolds to complete Riemannian manifolds [O] . Lei Ni 2008

机译：Hermitian调和映射从完整的Hermitian流形到完备的黎曼流形

Stable Harmonic Maps from Complete Manifolds

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