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Annales de l’Institut Henri Poincaré D, Combinatorics, Physics and their Interactions
The double tensor Hopf algebra has been introduced by Ebrahimi-Fard and Patras to provide an algebraic framework for cumulants in non-commutative probability theory.
Adrián Celestino, Yannic Vargas
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The double tensor Hopf algebra has been introduced by Ebrahimi-Fard and Patras to provide an algebraic framework for cumulants in non-commutative probability theory.
Adrián Celestino, Yannic Vargas
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ON BI-/HOPF ALGEBRAS AND THEIR APPLICATIONS TO RENORMALIZATION PROBLEMS AND OPERADIC ALGEBRAS
In this thesis, we develop an algebraic framework for colored, colored connected, semi-grouplike-flavored, and pathlike co-/bi-/Hopf algebras, which are essential in combinatorics, topology, number theory, and physics. Moreover, we introduce and explore simply colored comonoid, which generalises the notion of colored conilpotent coalgebra.openaire +1 more source
Products of Linear Maps on Bialgebras, with Applications to Left Hopf Algebras and Hopf Algebroids
, 2006E. Beggs, E. Taft
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New Directions and Applications in Control Theory
, 2008W. Dayawansa, A. Lindquist, Yishao Zhou
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Isomorphisms and automorphisms of discrete multiplier Hopf C*-algebras
Positivity, 2014Dan Z Kučerovský
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Green rings of weak Hopf algebras based on generalized Taft algebras
Periodica Mathematica Hungarica, 2017Dong Su
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Finite Dimensional Hopf Algebras Over the Dual Group Algebra of the Symmetric Group in Three Letters
Communications in Algebra, 2011Nicolás Andruskiewitsch, Cristian Vay
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