Totally geodesic foliations and Killing fields, II

Type: Article

Publication Date: 1986-01-01

Citations: 12

DOI: https://doi.org/10.2748/tmj/1178228447

Abstract

Soit (M,g) une variete de Riemann connexe fermee et #7B-F un feuilletage totalement geodesique de codimension un de (M,g). Alors tout champ de Killing Z sur (M,g) preserve #7B-F: le flot Z applique chaque feuillet de #7B-F sur un feuillet de #7B-F

Locations

  • Tohoku Mathematical Journal - View - PDF

Similar Works

Action Title Year Authors
+ PDF Chat Totally geodesic foliations and Killing fields 1983 Gen-ichi Oshikiri
+ Totally geodesic foliations 1980 David L. Johnson
Lee Whitt
+ Totally geodesic foliations 1970 Dirk Ferus
+ PDF Chat The geometry of totally geodesic foliations admitting Killing field 1988 Carlos Curr谩s-Bosch
+ Jacobi fields, totally geodesic foliations and geodesic differential forms 1978 Peter Dombrowski
+ PDF Chat Totally umbilic Riemannian foliations. 1990 Grant Cairns
+ Totally geodesic foliations with integrable normal bundles 1986 Fabiano Brito
Pawe艂 Walczak
+ Totally geodesic foliations with compact leaves 1972 Sh没kichi Tanno
+ Metric structures that admit totally geodesic foliations 2023 Vladimir Rovenski
+ Totally umbilic riemannian foliations on Lie groups 1995 Shin-ichi Nagamine
+ Totally geodesic surfaces and the Hopf麓s conjecture 2002 脫scar Perdomo
+ PDF Chat Deformations of Totally Geodesic Foliations and Minimal Surfaces in Negatively Curved 3-Manifolds 2021 Ben Lowe
+ PDF Chat Totally geodesic foliations on $3$-manifolds 1979 David L. Johnson
Lee Whitt
+ Feuilletages totalement geodesiques, flots riemanniens et varietes de Seifert 2004 Pierre Mounoud
+ Killing vectors and geodesic flow vectors on tangent bundles. 1976 Sh没kichi Tanno
+ Almost contact manifolds with Killing structure tensors. II 1974 David E. Blair
D. K. Showers
+ PDF Chat Feuilletages totalement g茅od茅siques, flots riemanniens et vari茅t茅s de Seifert 2005 Pierre Mounoud
+ PDF Chat Killing fields preserving totally geodesic, codimension-one foliations 1991 Antoni Ras-Sabid贸
+ A class of totally geodesic foliations of Lie groups 1990 G. Santhanam
+ Totally geodesic submanifolds in Lie groups 2006 Jianwei Zhou