We define a family of graded coproducts for Clifford algebras over finite dimensional real or complex vector spaces and study their basic properties
In this article we construct a cochain complex of a complex Clifford algebra with coefficients in it...
AbstractIt is well known that Clifford algebras are group algebras deformed by a 2-cocycle. Furtherm...
International audienceWe consider $\G$-graded commutative algebras, where $\G$ is an abelian group. ...
We define a family of graded coproducts for Clifford algebras over finite dimensional real or comple...
Let script C signℓ(V, g) be the real Clifford algebra associated with the real vector space V, endow...
Let Cl(V, g) be the real Clifford algebra associated with the real vector space V, endowed with a no...
Abstract We define a graded twisted-coassociative coproduct on the tensor algebra TW of any Z n -gra...
Clifford algebras are algebras naturally associated with vector spaces endowed with symmetric biline...
Clifford algebras are algebras naturally associated with vector spaces endowed with symmetric biline...
The present thesis deals with a development of linear algebra, geometry and analysis based on (Z_2)^...
A Clifford algebra is an associative algebra that generalizes the sequence R, C, H, etc. Filtrations...
The present thesis deals with a development of linear algebra, geometry and analysis based on (Z_2)^...
A Clifford algebra is an associative algebra that generalizes the sequence R, C, H, etc. Filtrations...
Abstract. This paper gives a new treatment of the Cli¤ord algebras. We represent the pinor and spino...
We study the notion of Γ-graded commutative algebra for an arbitrary abelian group Γ. The main examp...
In this article we construct a cochain complex of a complex Clifford algebra with coefficients in it...
AbstractIt is well known that Clifford algebras are group algebras deformed by a 2-cocycle. Furtherm...
International audienceWe consider $\G$-graded commutative algebras, where $\G$ is an abelian group. ...
We define a family of graded coproducts for Clifford algebras over finite dimensional real or comple...
Let script C signℓ(V, g) be the real Clifford algebra associated with the real vector space V, endow...
Let Cl(V, g) be the real Clifford algebra associated with the real vector space V, endowed with a no...
Abstract We define a graded twisted-coassociative coproduct on the tensor algebra TW of any Z n -gra...
Clifford algebras are algebras naturally associated with vector spaces endowed with symmetric biline...
Clifford algebras are algebras naturally associated with vector spaces endowed with symmetric biline...
The present thesis deals with a development of linear algebra, geometry and analysis based on (Z_2)^...
A Clifford algebra is an associative algebra that generalizes the sequence R, C, H, etc. Filtrations...
The present thesis deals with a development of linear algebra, geometry and analysis based on (Z_2)^...
A Clifford algebra is an associative algebra that generalizes the sequence R, C, H, etc. Filtrations...
Abstract. This paper gives a new treatment of the Cli¤ord algebras. We represent the pinor and spino...
We study the notion of Γ-graded commutative algebra for an arbitrary abelian group Γ. The main examp...
In this article we construct a cochain complex of a complex Clifford algebra with coefficients in it...
AbstractIt is well known that Clifford algebras are group algebras deformed by a 2-cocycle. Furtherm...
International audienceWe consider $\G$-graded commutative algebras, where $\G$ is an abelian group. ...
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