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The following pages link to On Galois cohomology of semisimple groups over local and global fields of positive characteristic. III (Q2435095):

Displaying 16 items.

On the topology on group cohomology of algebraic groups over complete valued fields (Q397879) (← links)
On Galois cohomology of semisimple groups over local and global fields of positive characteristic. II (Q415497) (← links)
On Galois cohomology and weak approximation of connected reductive groups over fields of positive characteristic (Q764650) (← links)
On the Galois and flat cohomology of unipotent algebraic groups over local and global function fields. I (Q934095) (← links)
Cohomologie des schémas en groupes sur les courbes définies sur les corps quasi-finis et loi de réciprocité. (Cohomology of group schemes over curves defined over quasi-finite fields and reciprocity law) (Q1083497) (← links)
On Galois cohomology of connected reductive groups and Kottwitz exact sequence (Q1729297) (← links)
On Brauer-Manin obstructions and analogs of Cassels-Tate's exact sequence for connected reductive groups over global function fields (Q2075291) (← links)
A note on obstructions to weak approximation and Brauer and R-equivalence relations for homogeneous spaces over global fields (Q2102521) (← links)
A norm principle for class groups of reductive group schemes over Dedekind rings of integers of local and global fields (Q2351172) (← links)
On some local-global principles for linear algebraic groups over infinite algebraic extensions of global fields (Q2418965) (← links)
On some arithmetic questions of reductive groups over algebraic extensions of local and global fields (Q2687166) (← links)
(Q3015726) (← links)
(Q3804918) (← links)
On analogs of Cassels-Tate's exact sequence for connected reductive groups and Brauer-Manin obstruction for homogeneous spaces over global function fields (Q6134698) (← links)
Local-global principles for homogeneous spaces of reductive groups over global function fields (Q6159727) (← links)
On Brauer-Manin obstruction to the Hasse principle and weak approximation for homogeneous spaces under connected reductive groups over global fields (Q6652725) (← links)