  General braided counterparts of classical Clifford algebras are introduced
and investigated. Braided Clifford algebras are defined as Chevalley-Kahler
deformations of the corresponding braided exterior algebras. Analogs of the
spinor representations are studied, generalizing classical Cartan's approach.
It is shown that, under certain assumptions concerning the braiding, the spinor
representation is faithful and irreducible, as in the classical theory.

Quantum Algebra;Quantum Algebra