Bertfried Fauser
Papers
1
Total Citations
37
H-Index
1
About
Bertfried Fauser is a leading figure in the mathematical physics of Clifford algebras and their quantum deformations. His primary research areas encompass quantum Clifford algebras, Hopf gebras, and the algebraic structures underlying quantum field theory and combinatorial geometry. Fauser’s most significant contribution is his comprehensive treatise on quantum Clifford algebras, which systematically explores Clifford Hopf gebras built from bilinear forms of arbitrary symmetry. In this foundational work, he presents five alternative constructions of these algebras and derives grade-free Hopf gebraic product formulas for the meet and join operations in Grassmann-Cayley algebras—a result that bridges abstract algebra with practical geometric computation. With 37 citations, this paper remains a key reference for researchers working on non-commutative geometries and quantum algebraic structures. Fauser’s work is notable for its clarity and depth, offering tools that unify disparate areas of algebra and physics. His achievements have made him a respected voice in the field, particularly for those exploring the frontiers of quantum algebra and its applications to theoretical physics.
Research Focus
Key Achievements
Top Papers
- 1A Treatise on Quantum Clifford Algebras37 citations · 2002