Duality functors for triple vector bundles

Details Duality functors for triple vector bundles Duality functors for triple vector bundles

2009-01-02

arxiv.org/abs/0901.0203v2

Mathematics

Differential Geometry

27 pages. To be published in Letters in Mathematical Physics

Scientific paper

We calculate the group of dualization operations for triple vector bundles, showing that it has order 96 and not 72 as given in Mackenzie's original treatment. The group is a nonsplit extension of S4 by the Klein group. Dualization operations are interpreted as functors on appropriate categories and are said to be equal if they are naturally isomorphic. The method set out here will be applied in a subsequent paper to the case of n-fold vector bundles.

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