On almost product and almost decomposable manifolds.

J.P. Srivastava; S.P. Rai

Displaying similar documents to “On almost product and almost decomposable manifolds.”

Multisymplectic structures of degrese three of product type on 6-dimensional manifolds

Bureš, Jarolím

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On almost cosymplectic (−1, μ, 0)-spaces

Piotr Dacko, Zbigniew Olszak (2005)

Open Mathematics

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In our previous paper, almost cosymplectic (κ, μ, ν)-spaces were defined as the almost cosymplectic manifolds whose structure tensor fields satisfy a certain special curvature condition. Amongst other results, it was proved there that any almost cosymplectic (κ, μ, ν)-space can be $𝒟$ -homothetically deformed to an almost cosymplectic −1, μ′, 0)-space. In the present paper, a complete local description of almost cosymplectic (−1, μ, 0)-speces is established: “models” of such spaces are...