Morse inequality for flat bundles

Let M be a compact smooth manifold of dimension n and let E be a flat (complet) vector bundle over M of rank r.

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Bibliographic Details
Published inJournal of the Korean Mathematical Society Vol. 32; no. 3; pp. 519 - 529
Main Author Kim, Hong-Jong
Format Journal Article
LanguageKorean
Published 1995
Subjects
Morse inequality
connections
flat bundles
elliptic operators
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Abstract Let M be a compact smooth manifold of dimension n and let E be a flat (complet) vector bundle over M of rank r.
AbstractList Let M be a compact smooth manifold of dimension n and let E be a flat (complet) vector bundle over M of rank r.
Author Kim, Hong-Jong
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DocumentTitleAlternate Morse inequality for flat bundles
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Keywords Morse inequality
connections
flat bundles
elliptic operators
Language Korean
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Snippet Let M be a compact smooth manifold of dimension n and let E be a flat (complet) vector bundle over M of rank r.
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StartPage 519
Title Morse inequality for flat bundles
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