The Net Advance of Physics: CLIFFORD

CLIFFORD ALGEBRAS:

• General: Definitions: Weisstein 98/01;

• General: Introductory: Hestenes (homepage); Gull et al. 93/02; Rodriguez 97/09;
  • Geometric Algebra of One and Many Multivector Variables by Janne Pesonen [University of Helsinki, 2007] About 200pp.; only first half of text available.

• General: Hestenes (homepage); Dixon no date; Gull et al. 93/02; Doran (thesis) 94;
  • Spin and Clifford algebras, an introduction by Marc Lachieze-Rey [2010/07]
  • Clifford Algebras and Spinors by Ivan Todorov [Bulgarian Journal of Physics 38, 3 (2011)]
  • Lectures on Clifford algebras by D. S. Shirokov [2017/09]
  • Expository Paper on Clifford Algebras, [Spinor and Pinor] Representations, and the Octonion Algebra by Ricardo Suarez [2019/06]

• Types: QUATERNIONS; SPINORS;

• Type: GRADED:
  • Graded Clifford Algebras and Graded Skew Clifford Algebras and their Role in the Classification of Artin-Schelter Regular Algebras by Padmini Veerapen [2017/01]

• Type: GRADED SKEW:
  • Introduction to Noncommutative Algebraic Geometry by Manizheh Nafari [2015/02]
  • Graded Clifford Algebras and Graded Skew Clifford Algebras and their Role in the Classification of Artin-Schelter Regular Algebras by Padmini Veerapen [2017/01]

• Type: L-MATRICES:
  • On generalized Clifford algebras and their physical applications by R. Jaganathan [2010/05]

• Aspects: CLIFFORD ANALYSIS: Ryan 2003/03;

• Re: CONFORMALLY-FLAT MANIFOLDS: Ryan 2003/03;

• Re: ELECTROMAGNETISM:
  • Spacetime algebra as a powerful tool for electromagnetism by Justin Dressel et al. [2014/11]

• Re: FOURIER ANALYSIS: Ryan 2003/03;
• Re: HARMONIC ANALYSIS: Ryan 2003/03;