Pages that link to "Item:Q903709"

The following pages link to Generalized Clifford algebras as algebras in suitable symmetric linear Gr-categories (Q903709):

Displaying 8 items.

• A Clifford algebra is a weak Hopf algebra in a suitable symmetric monoidal category. (Q645253) (← links)
• Generalized Clifford theory for graded spaces (Q888840) (← links)
• Generalized Clifford algebras from extra special \(p\)-groups (Q1921266) (← links)
• Generalizing classical Clifford algebras, graded Clifford algebras and their associated geometry (Q2047635) (← links)
• A pair of dual Hopf algebras on permutations (Q2133254) (← links)
• The octonions form an Azumaya algebra in certain braided linear Gr-categories (Q2361371) (← links)
• A new view of generalized Clifford algebras (Q2422696) (← links)
• C-lattices and decompositions of generalized Clifford algebras (Q5962204) (← links)