Coadditive differential complexes on quantum groups and quantum spaces

Abstract

A regular way to define an additive coproduct (or ``coaddition'') on the q-deformed differential complexes is proposed for quantum groups and quantum spaces related to the Hecke-type R-matrices. Several examples of braided coadditive differential bialgebras (Hopf algebras) are presented.

9 pages

References in corpus (4)

• Algebraic Structures Related to Reflection Equations
• Braided Momentum Structure of the q-Poincare Group
• An introduction to non-commutative differential geometry on quantum groups
• Quantum and Braided Linear Algebra

Cited by in corpus (1)

• q-Epsilon tensor for quantum and braided spaces