This paper investigates the structure theory of ℤd- central simple graded algebras and gives the complete decomposition into building block algebras. The results are also applied to generalized Clifford algebras, which are motivating examples of ℤd-central simple graded algebras. © TÜBİTAK
. If D is a tame central division algebra over a Henselian valued field F , then the valuation on D ...
AbstractIf D is a tame central division algebra over a Henselian valued field F, then the valuation ...
AbstractWe study the notion of Γ-graded commutative algebra for an arbitrary abelian group Γ. The ma...
This paper investigates the structure theory of Zd- central simple graded algebras and gives the com...
This paper investigates the structure theory of $\Bbb{Z}$d- central simple graded algebras and gives...
AbstractWe solve the generator problem for Z-graded central simple algebras. Applications are given ...
AbstractWe consider central simple Z/2-graded algebras over a field K of characteristic ≠2 acted on ...
AbstractLet F be any field. The structures of central Z2-graded division algebras of even type are s...
AbstractWe solve the generator problem for Z-graded central simple algebras. Applications are given ...
In this paper we discuss the Brauer group of a field and its connections with cohomology groups. Def...
AbstractLet F be any field. The structures of central Z2-graded division algebras of even type are s...
AbstractLetAbe a finite-dimensional central simple algebra and letkbe a subfield of its centerZ(A). ...
AbstractIf D is a tame central division algebra over a Henselian valued field F, then the valuation ...
We study the notion of Γ-graded commutative algebra for an arbitrary abelian group Γ. The main examp...
AbstractWe consider central simple Z/2-graded algebras over a field K of characteristic ≠2 acted on ...
. If D is a tame central division algebra over a Henselian valued field F , then the valuation on D ...
AbstractIf D is a tame central division algebra over a Henselian valued field F, then the valuation ...
AbstractWe study the notion of Γ-graded commutative algebra for an arbitrary abelian group Γ. The ma...
This paper investigates the structure theory of Zd- central simple graded algebras and gives the com...
This paper investigates the structure theory of $\Bbb{Z}$d- central simple graded algebras and gives...
AbstractWe solve the generator problem for Z-graded central simple algebras. Applications are given ...
AbstractWe consider central simple Z/2-graded algebras over a field K of characteristic ≠2 acted on ...
AbstractLet F be any field. The structures of central Z2-graded division algebras of even type are s...
AbstractWe solve the generator problem for Z-graded central simple algebras. Applications are given ...
In this paper we discuss the Brauer group of a field and its connections with cohomology groups. Def...
AbstractLet F be any field. The structures of central Z2-graded division algebras of even type are s...
AbstractLetAbe a finite-dimensional central simple algebra and letkbe a subfield of its centerZ(A). ...
AbstractIf D is a tame central division algebra over a Henselian valued field F, then the valuation ...
We study the notion of Γ-graded commutative algebra for an arbitrary abelian group Γ. The main examp...
AbstractWe consider central simple Z/2-graded algebras over a field K of characteristic ≠2 acted on ...
. If D is a tame central division algebra over a Henselian valued field F , then the valuation on D ...
AbstractIf D is a tame central division algebra over a Henselian valued field F, then the valuation ...
AbstractWe study the notion of Γ-graded commutative algebra for an arbitrary abelian group Γ. The ma...
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