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Original Articles

Freeness of Quasi-Hopf Algebras Over Right Coideal Subalgebras

Pages 876-889 | Received 15 May 2008, Published online: 11 Mar 2010

REFERENCES

  • Bulacu , D. , Caenepeel , S. ( 2003 ). Integrals for (dual) quasi-Hopf algebras . Applications. J. Algebra 266 : 552 – 583 .
  • Bulacu , D. , Caenepeel , S. ( 2003 ). Two-sided two-cosided Hopf modules and Doi–Hopf modules for quasi-Hopf algebras . J. Algebra 270 : 55 – 95 .
  • Bulacu , D. , Nauwelaerts , E. ( 2000 ). Relative Hopf modules for (dual) quasi-Hopf algebras . J. Algebra 229 : 632 – 659 .
  • Drinfeld , V. G. ( 1990 ). Quasi-Hopf algebras . Leningrad Math. J. 1 : 1419 – 1457 .
  • Hausser , F. , Nill , F. ( 1999 ). Diagonal crossed products by duals of quasi-quantum groups . Rev. Math. Phys. 11 : 553 – 629 .
  • Hausser , F. , Nill , F. ( 1999 ). Integral theory for quasi-hopf algebras .
  • Lam , T. Y. ( 1998 ). Lectures on Modules and Rings . New York : Springer .
  • Montgomery , S. ( 1993 ). Hopf algebras and Their Action on Rings . CBSM Regional Conference Series in Mathematics , Vol. 82 . Providence , RI : American Mathematical Society .
  • Nichols , W. D. , Zoeller , M. B. ( 1989 ). A Hopf algebra freeness theorem . Amer. J. Math. 111 : 381 – 385 .
  • Schauenburg , P. ( 2004 ). A quasi-Hopf algebra freeness theorem . Proc. Amer. Math. Soc. 132 : 965 – 972 .
  • Skryabin , S. ( 2007 ). Projectivity and freeness over comodule algebras . Trans. Amer. Math. Soc. 359 : 2597 – 2623 .
  • Sweedler , M. E. ( 1969 ). Hopf Algebras . New York : Benjamin .
  • Communicated by M. Cohen.

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