Special bases for derivations of tensor algebras. III. Case along smooth maps with separable points of selfintersection

Details Special bases for derivations of tensor algebras. III. Case along smooth maps with separable points of selfintersection Special bases for derivations of tensor algebras. III. Case along smooth maps with separable points of selfintersection

2003-05-04

arxiv.org/abs/math/0305061v1

Communication JINR, E5-92-543, Dubna, 1992

Mathematics

Differential Geometry

10 LaTeX pages. This paper is a continuation of the e-Prints math.DG/0303373 and math.DG/0304157 and is a preliminary version

Scientific paper

Necessary and/or sufficient conditions are studied for the existence,
uniqueness and holonomicity of bases in which on sufficiently general subsets
of a differentiable manifold the components of derivations of the tensor
algebra over it vanish. The linear connections and the equivalence principle
are considered form that point of view.

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