Pages that link to "Item:Q375878"

The following pages link to Abelian class groups of reductive group schemes (Q375878):

Displaying 14 items.

• The Hasse principle for bilinear symmetric forms over a ring of integers of a global function field (Q301449) (← links)
• Classification and structures of the reduced Abelian p-groups (Q584419) (← links)
• A building-theoretic approach to relative Tamagawa numbers of semisimple groups over global function fields (Q1744930) (← links)
• The units-Picard complex and the Brauer group of a product (Q1748124) (← links)
• Quasi-abelian crossed modules and nonabelian cohomology (Q1946108) (← links)
• Flasque resolutions of reductive group schemes (Q1955620) (← links)
• A norm principle for class groups of reductive group schemes over Dedekind rings of integers of local and global fields (Q2351172) (← links)
• Abelianization of the \(F\)-divided fundamental group scheme (Q2358324) (← links)
• The algebraic fundamental group of a reductive group scheme over an arbitrary base scheme (Q2440582) (← links)
• Corestriction principle for non-abelian cohomology of reductive group schemes over arithmetical rings (Q2455343) (← links)
• (Q2945000) (← links)
• Abelian Galois cohomology of reductive groups (Q3840055) (← links)
• Brauer groups and Néron class groups (Q5140304) (← links)
• Criterion for surjectivity of localization in Galois cohomology of a reductive group over a number field (Q6122521) (← links)