Home Page of The International Clifford Algebra Society Society Information Complaints, Questions, Suggestions contact the Director, Editor, Webmaster: William Pezzaglia Ph.D. by email at: wpezzag@clifford.org Society Journal: Advances in Applied Clifford Algebras Society Members: We have over 350 by the last count. We no longer maintain a readable address list. In the future we hope to have a ...

The Geometric Algebra Research Group Cavendish Laboratory Welcome to the Geometric Algebra Research Group home page. Our group works on applications of Geometric Algebra in physics and engineering. Geometric Algebra (GA) is a powerful mathematical language for expressing physical ideas. It unifies many diverse mathematical formalisms and aids physical intuition. In these pages you will find many ...

CLIFFORD (ver. 5) with 'Bigebra' is a Maple V Rel. 5 package for computations in Clifford algebras of an arbitrary bilinear form ...

Maths\geoalg.htm contents page ...

The CLU Project Back The CLU Project aims to offers a programming interface to Clifford algebra on many levels. Currently, the following elements are available: The CLU library implements Clifford algebra operations, the CLUDraw library visualizes multivectors in a number of vector spaces. CLUCalc is a Windows program which offers real time visualization of multivector calculations. CLUit is a ...

C J. L. Doran. Geometric Algebra and its Application to Mathematical Physics Ph.D. thesis, University of Cambridge (1994). Abstract: Clifford algebras have been studied for many years and their algebraic properties are well known. In particular, all Clifford algebras have been classified as matrix algebras over one of the three division algebras. But Clifford Algebras are far more interesting ...

Clifford Research Group -- University of Gent The Clifford Research Group is a research group of the Department of Mathematical Analysis. It was founded at the end of the sixties by Richard Delanghe. Research is focussed on Clifford analysis, the study of functions and distributions defined on special manifolds and taking values in a Clifford algebra. As a special case Clifford analysis studies ...