D ec 2 00 2 Euclidean Clifford Algebra
@inproceedings{Fernandez2002DE2, title={D ec 2 00 2 Euclidean Clifford Algebra}, author={V. V. Fernandez and A. Moya and W. A. Rodrigues}, year={2002} }
Let V be a n-dimensional real vector space. In this paper we introduce the concept of euclidean Clifford algebra Cl(V,GE) for a given euclidean structure on V , i.e., a pair (V,GE) where GE is a euclidean metric for V (also called an euclidean scalar product). Our construction of Cl(V,GE) has been designed to produce a powerful computational tool. We start introducing the concept of multivectors over V . These objects are elements of a linear space over the real field, denoted by ∧ V. We… CONTINUE READING
References
SHOWING 1-10 OF 28 REFERENCES
Gravity, gauge theories and geometric algebra
- Physics
- Philosophical Transactions of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences
- 1998
- 200
- PDF