Jeffrey Adams

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20072026

most citedGalois and Cartan Cohomology of Real Groups

25 citations · 59 across the 19 of their papers we have counts for

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math.GR2016★ 25 cited

Galois and Cartan Cohomology of Real Groups

Jeffrey Adams, Olivier Taïbi

Real forms of a complex reductive group are classified by Galois cohomology H^1(Gamma,G_ad) where G_ad is the adjoint group. Cartan's classification of real forms in terms of maxim…

math.GR2013★ 9 cited

Galois Cohomology of Real Groups

Jeffrey Adams

Real forms of a complex reductive group are classified in terms of Galois cohomology $H^{1} (Γ, G_{a d})$ where $G_{a d}$ is the adjoint group. Alternatively, the theory of the Cartan in…