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- W2014252552 abstract "In a previous paper we proved a result of the type invariance under twisting for Brzezinski's crossed products. In this paper we prove a converse of this result, obtaining thus a characterization of what we call equivalent crossed products. As an application, we characterize cross product bialgebras (in the sense of Bespalov and Drabant) that are equivalent (in a certain sense) to a given cross product bialgebra in which one of the factors is a bialgebra and whose coalgebra structure is a tensor product coalgebra." @default.
- W2014252552 created "2016-06-24" @default.
- W2014252552 creator A5004047226 @default.
- W2014252552 date "2012-02-29" @default.
- W2014252552 modified "2023-10-15" @default.
- W2014252552 title "Equivalent crossed products and cross product bialgebras" @default.
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