Geometric Consequences of the Normal Curvature Cohomology Class in Umbilic Foliations

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Published in:Indiana University mathematics journal 1988-07, Vol.37 (2), p.389-408
Main Authors: ESCOBALES, RICHARD H., PARKER, PHILLIP E.
Format: Article
Language:English
Subjects:
Conformal mapping
Curvature
Gauss equations
Infinitesimals
Leaves
Mathematics
Maximum principle
Riemann manifold
Tensors
Vector fields
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container_issue 2
container_start_page 389
container_title Indiana University mathematics journal
container_volume 37
creator ESCOBALES, RICHARD H.
PARKER, PHILLIP E.
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ispartof Indiana University mathematics journal, 1988-07, Vol.37 (2), p.389-408
issn 0022-2518
1943-5258
language eng
recordid cdi_jstor_primary_24895427
source JSTOR Archival Journals and Primary Sources Collection
subjects Conformal mapping
Curvature
Gauss equations
Infinitesimals
Leaves
Mathematics
Maximum principle
Riemann manifold
Tensors
Vector fields
title Geometric Consequences of the Normal Curvature Cohomology Class in Umbilic Foliations
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