Invariant Connections in a Non-Abelian P
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V. Hussin; J. Negro; M.A. Delolmo
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Article
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1994
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Elsevier Science
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English
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Given a transitive action of a symmetry group \(G\) on the base space \(B\) of a non-Abelian principal bundle \(\mathscr{P}_{t}\) with a connection \(\omega\), we study the way this action can be lifted to a certain action of \(G\) on \(\mathscr{P}_{\omega}\) leaving invariant \(\omega\). We show th