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On almost (para)contact (hyperbolic) metric manifolds and harmonicity of (phi phi ')-holomorphic maps between them
Date
2002-01-01
Author
Erdem, S
Metadata
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This work is licensed under a
Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License
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A Theorem is given which states about the harmonicity of 'holomorphic' maps between manifolds of mixture of even and odd dimensions (namely almost indefinite (para)-Hermitian and almost (para)- contact (hyperbolic) metric manifolds) in the most general form which gives new results and also covers all the known ones. On the way, some new classes of almost (para)contact (hyperbolic) metric manifolds are introduced and some examples of these kinds are provided.
Subject Keywords
(Para)Contact
,
(1,2)-Symplectic
,
Harmonic
,
Holomorphic
URI
https://hdl.handle.net/11511/64070
Journal
HOUSTON JOURNAL OF MATHEMATICS
Collections
Department of Mathematics, Article