Weak multiplier bialgebras

@inproceedings{Bhm2013WeakMB,
  title={Weak multiplier bialgebras},
  author={Gabriella B{\`o}hm and Jos'e G'omez-Torrecillas and Esperanza L'opez-Centella},
  year={2013}
}
A non-unital generalization of weak bialgebra is proposed with a multiplier-valued comultiplication. Certain canonical subalgebras of the multiplier algebra (named the `base algebras') are shown to carry coseparable co-Frobenius coalgebra structures. Appropriate modules over a weak multiplier bialgebra are shown to constitute a monoidal category via the (co)module tensor product over the base algebra. The relation to Van Daele and Wang's (regular and arbitrary) weak multiplier Hopf algebra is… CONTINUE READING
Highlighted Tweets
This paper has been referenced on Twitter 1 time. VIEW TWEETS

References

Publications referenced by this paper.
SHOWING 1-5 OF 5 REFERENCES

An Invitation to Quantum Groups and Duality

  • F. Van Oysaeyen
  • Adjointable monoidal functors and quantum…
  • 2005

Symmetric coalgebras

  • S. Dăscălescu, C. Năstăsescu
  • J . Algebra
  • 2004