Unramified Brauer groups of homogeneous spaces with finite stabilizers are computable in characteristic 0, yielding an effective Grunwald problem for supersolvable groups.
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Unramified Brauer groups of homogeneous spaces with finite stabilisers and the Grunwald Problem
Unramified Brauer groups of homogeneous spaces with finite stabilizers are computable in characteristic 0, yielding an effective Grunwald problem for supersolvable groups.