Commutative combinatorial Hopf algebras

Author:

Hivert Florent,Novelli Jean-Christophe,Thibon Jean-Yves

Publisher

Springer Science and Business Media LLC

Subject

Discrete Mathematics and Combinatorics,Algebra and Number Theory

Reference32 articles.

1. Aguiar, M., & Sottile, F. (2005). Cocommutative Hopf algebras of permutations and trees. Journal of Algebraic Combinatorics, 22(4), 451–470.

2. Encyclopedia of mathematics and its applications;F. Bergeron,1998

3. Bergeron, N., Reutenauer, C., Rosas, M., & Zabrocki, M. (2005). Invariants and coinvariants of the symmetric group in noncommuting variables. Preprint ArXiv:math.CO/0502082.

4. Brouder, C., & Frabetti, A. (2001). Renormalization of QED with planar binary trees. European Journal of Physics C, 19, 715–741.

5. Brouder, C., & Oeckl, R. (2004). Quantum groups and quantum field theory: I. The free scalar field. In Mathematical physics research on the leading edge (pp. 63–90). Hauppauge: Nova Sci. Publ.

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