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• W1654149050 abstract "We will show that gauge theory can be described by an almost product structure, which is a certain type of endomorphism of the tangent bundle. We will recover the gauge field strength as the Nijenhuis tensor of this endomorphism. We discuss a generalization to the case of a general Kaluza-Klein theory. Furthermore, we will look at the classification of these almost product structures in the case where we have a manifold with metric, and fit the M-brane solutions into this classification scheme. In this analysis certain algebraic properties of the space of differential forms and multivectors are obtained. All analysis is global but we will give local expressions where we find it suitable." @default.
• W1654149050 created "2016-06-24" @default.
• W1654149050 creator A5043316908 @default.
• W1654149050 date "1998-12-18" @default.
• W1654149050 modified "2023-09-27" @default.
• W1654149050 title "New insights in brane and Kaluza--Klein theory through almost product structures" @default.
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