Crossed Product is a ring-theoretic construction in noncommutative algebra that generalizes a group ring by incorporating a group action and a cocycle, thereby encoding twisted symmetries in the multiplication of elements.
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Bicrossproduct structure of κ-Poincare group and non-commutative geometry
Shahn Majid, H. Ruegg · Physics Letters B · 1994 · 811 citations · Full text
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Florianópolis, Brazil
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Tempe, United States
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