EXAMPLES OF SMOOTH MAPS WITH FINITELY MANY CRITICAL POINTS IN DIMENSIONS (4,3), (8,5) AND (16,9)
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Date
Authors
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Volume Title
Publisher
Amer Mathematical Soc
Access Rights
info:eu-repo/semantics/openAccess
Abstract
We consider manifolds M-2n which admit smooth maps into a connected sum of S-1 x S-n with only finitely many critical points, for n is an element of {2,4,8}, and compute the minimal number of critical points.
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Keywords
Critical point, isolated singularity, Hopf fibration, suspension, homotopy sphere
Journal or Series
Proceedings of the American Mathematical Society
WoS Q Value
Scopus Q Value
Volume
138
Issue
1
