Quantum Clifford Hopf Gebra for Quantum Field Theory
arXiv:hep-th/0011026
Abstract
We give arguments for the necessity to employ Quantum Clifford Hopf Gebras in quantum field theory. The role of the antipode is examined, Feynman diagrams are re-interpreted as tangles of graphical calculus. Regularization due to the design of convolution Hopf gebras is given as a program for further research.
10 pages, talk at the Symposium on Quantum Groups, GROUP23 Conference, DUBNA, 2000