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Original Articles

Equivalent Crossed Products and Cross Product Bialgebras

Pages 1937-1952 | Received 29 Aug 2012, Published online: 16 Jan 2014

REFERENCES

  • Agore , A. L. , Militaru , G. ( 2011 ). Extending structures II: The quantum version . J. Algebra 336 : 321 – 341 .
  • Agore , A. L. , Militaru , G. ( 2013 ). Classifying complements for Hopf algebras and Lie algebras . J. Algebra 391 : 193 – 208 .
  • Bespalov , Y. , Drabant , B. ( 2001 ). Cross product bialgebras Part II . J. Algebra 240 : 445 – 504 .
  • Brzeziński , T. ( 1997 ). Crossed products by a coalgebra . Comm. Algebra 25 : 3551 – 3575 .
  • Bulacu , D. , Panaite , F. , Van Oystaeyen , F. ( 2006 ). Generalized diagonal crossed products and smash products for quasi-Hopf algebras. Applications , Comm. Math. Phys. 266 : 355 – 399 .
  • Cap , A. , Schichl , H. , Vanzura , J. ( 1995 ). On twisted tensor products of algebras . Comm. Algebra 23 : 4701 – 4735 .
  • Di Luigi , C. , Guccione , J. A. , Guccione , J. J. ( 2004 ). Brzeziński's crossed products and braided Hopf crossed products . Comm. Algebra 32 : 3563 – 3580 .
  • Jara Martínez , P. , López Peña , J. , Panaite , F. , Van Oystaeyen , F. ( 2008 ). On iterated twisted tensor products of algebras . Internat. J. Math. 19 : 1053 – 1101 .
  • Majid , S. ( 1991 ). Doubles of quasitriangular Hopf algebras . Comm. Algebra 19 : 3061 – 3073 .
  • Panaite , F. ( 2012 ). Invariance under twisting for crossed products . Proc. Amer. Math. Soc. 140 : 755 – 763 .
  • Radford , D. E. ( 1985 ). The structure of Hopf algebras with a projection . J. Algebra 92 : 322 – 347 .
  • Van Daele , A. , Van Keer , S. ( 1994 ). The Yang–Baxter and Pentagon equation . Compositio Math. 91 : 201 – 221 .
  • Communicated by M. Cohen.

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