All Stories

  1. Hopf algebras, distributive (Laplace) pairings and hash products: a unified approach to tensor product decompositions of group characters

    Article • Journal of Physics A Mathematical and Theoretical, May 2014, Institute of Physics Publishing

    Bertfried Fauser

  2. On Parallelizing the Clifford Algebra Product for CLIFFORD

    Article • Advances in Applied Clifford Algebras, February 2014, Springer Science + Business Media

    Bertfried Fauser

  3. Using Periodicity Theorems for Computations in Higher Dimensional Clifford Algebras

    Article • Advances in Applied Clifford Algebras, January 2014, Springer Science + Business Media

    Bertfried Fauser

  4. Ribbon Hopf algebras from group character rings

    Article • Linear and Multilinear Algebra, May 2013, Taylor & Francis

    Bertfried Fauser

  5. Some Graphical Aspects of Frobenius Algebras

    Article • February 2013, Oxford University Press (OUP)

    Bertfried Fauser

  6. The Hopf algebra structure of the character rings of classical groups

    Article • Journal of Physics A Mathematical and Theoretical, December 2012, Institute of Physics Publishing

    Bertfried Fauser

  7. The Born rule as structure of spectral bundles (extended abstract)

    Article • Electronic Proceedings in Theoretical Computer Science, October 2012, Open Publishing Association

    Bertfried Fauser

  8. On the transposition anti-involution in real Clifford algebras III: the automorphism group of the transposition scalar product on spinor spaces

    Article • Linear and Multilinear Algebra, June 2012, Taylor & Francis

    Bertfried Fauser

  9. On the transposition anti-involution in real Clifford algebras I: the transposition map

    Article • Linear and Multilinear Algebra, December 2011, Taylor & Francis

    Bertfried Fauser

  10. On the transposition anti-involution in real Clifford algebras II: stabilizer groups of primitive idempotents

    Article • Linear and Multilinear Algebra, December 2011, Taylor & Francis

    Bertfried Fauser

  11. Plethysms, replicated Schur functions and series, with applications to vertex operators

    Article • Journal of Physics A Mathematical and Theoretical, September 2010, Institute of Physics Publishing

    Bertfried Fauser

  12. Quantum Field Theory

    Article • January 2009, Springer Science + Business Media

    Bertfried Fauser

  13. Renormalization: A Number Theoretical Model

    Article • Communications in Mathematical Physics, November 2007, Springer Science + Business Media

    Bertfried Fauser

  14. THE DIRICHLET HOPF ALGEBRA OF ARITHMETICS

    Article • Journal of Knot Theory and Its Ramifications, April 2007, World Scientific Pub Co Pte Lt

    Bertfried Fauser

  15. Quantum Gravity

    Article • January 2007, Springer Science + Business Media

    Bertfried Fauser

  16. Products, Coproducts, and Singular Value Decomposition

    Article • International Journal of Theoretical Physics, August 2006, Springer Science + Business Media

    Bertfried Fauser

  17. Mathematics of Clifford - a Maple package for Clifford and Graßmann algebras

    Article • Advances in Applied Clifford Algebras, October 2005, Springer Science + Business Media

    Bertfried Fauser

  18. Clifford and Graßmann Hopf algebras via the BIGEBRA package for Maple

    Article • Computer Physics Communications, August 2005, Elsevier

    Bertfried Fauser

  19. Quantum field theory and Hopf algebra cohomology

    Article • Journal of Physics A General Physics, May 2004, Institute of Physics Publishing

    Bertfried Fauser

  20. Book Review: Tensor Analysis and Nonlinear Tensor Functions. By Yu. I. Dimitrienko 662 p., Kluwer Academic Publishers, Dordrecht, 2002. EUR185.00 USD178.00 GBP118, ISBN 1-4020-1015-X

    Article • General Relativity and Gravitation, May 2004, Springer Science + Business Media

    Bertfried Fauser

  21. A Hopf laboratory for symmetric functions

    Article • Journal of Physics A General Physics, January 2004, Institute of Physics Publishing

    Bertfried Fauser

  22. Grade Free Product Formulæ from Grassmann-Hopf Gebras

    Article • January 2004, Springer Science + Business Media

    Bertfried Fauser, Dr Bertfried Fauser

  23. Quantum Clifford Hopf gebra for quantum field theory

    Article • Advances in Applied Clifford Algebras, October 2003, Springer Science + Business Media

    Bertfried Fauser

  24. Clifford geometric parameterization of inequivalent vacua

    Article • Mathematical Methods in the Applied Sciences, July 2001, Wiley

    Bertfried Fauser

  25. On the Hopf algebraic origin of Wick normal ordering

    Article • Journal of Physics A General Physics, December 2000, Institute of Physics Publishing

    Bertfried Fauser

  26. VERTEX FUNCTIONS AND GENERALIZED NORMAL-ORDERING BY TRIPLE SYSTEMS IN NON-LINEAR SPINOR FIELD MODELS

    Article • Advances in Applied Clifford Algebras, September 2000, Springer Science + Business Media

    Bertfried Fauser

  27. Clifford Algebras and their Applications in Mathematical Physics

    Article • January 2000, Springer Science + Business Media

    Bertfried Fauser

  28. On the Decomposition of Clifford Algebras of Arbitrary Bilinear Form

    Article • January 2000, Springer Science + Business Media

    Bertfried Fauser

  29. Hecke Algebra Representations in Ideals Generated by q-Young Clifford Idempotents

    Article • January 2000, Springer Science + Business Media

    Bertfried Fauser

  30. Hecke algebra representations within Clifford geometric algebras of multivectors

    Article • Journal of Physics A General Physics, January 1999, Institute of Physics Publishing

    Bertfried Fauser

  31. On an easy transition from operator dynamics to generating functionals by Clifford algebras

    Article • Journal of Mathematical Physics, September 1998, American Institute of Physics

    Bertfried Fauser

  32. Dirac Theory from a Field Theoretic Point of View

    Article • January 1998, Springer Science + Business Media

    Bertfried Fauser

  33. Vertex normal ordering as a consequence of nonsymmetric bilinear forms in Clifford algebras

    Article • Journal of Mathematical Physics, January 1996, American Institute of Physics

    Bertfried Fauser