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Home > Special bases for derivations of tensor algebras; 1, cases in a neighborhood and at a point
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Report number math.DG/0303373 ; E5-92-507 ; JINR-E5-92-507
Title Special bases for derivations of tensor algebras; 1, cases in a neighborhood and at a point
Author(s) Iliev, Bozhidar Z
Affiliation (Institute for Nuclear Research and Nuclear Energy, Bulgarian Academy of Sciences, Sofia, Bulgaria)
Imprint 1992. - 20 p.
Subject category Mathematical Physics and Mathematics
Abstract Necessary and sufficient conditions are investigated for the existence of local bases in which the components of derivations of tensor algebras over differentiable manifold vanish in a neighborhood or only at a single point. The problem when these bases are holonomic or anholonomic is considered. Attention is paid to the case of linear connections. Relations of these problems with the equivalence principle are pointed out.
Submitted by bozho@inrne.bas.bg

 


 Record created 1993-04-06, last modified 2016-04-07
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