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seen Sep 26 at 13:25

Sep
26
accepted unirational complex variety has $H^i(X,O_X) = 0$ for i > 0
Sep
26
comment unirational complex variety has $H^i(X,O_X) = 0$ for i > 0
Thank you. Where can one find the proof that $f^*\omega$ is nontrivial?
Sep
26
revised unirational complex variety has $H^i(X,O_X) = 0$ for i > 0
edited body
Sep
26
asked unirational complex variety has $H^i(X,O_X) = 0$ for i > 0
Sep
23
asked isomorphism in étale cohomology
Sep
23
asked finiteness in étale cohomology (ell-adic sheaves)
Sep
23
accepted Lefschetz hypersurface theorem
Sep
19
revised $H^1(\mathbf{F}_q, Pic(\bar{X})) = 0$?
added 136 characters in body
Sep
19
comment isomorphism and restriction/corestriction
So it is true. Thank you!
Sep
19
accepted isomorphism and restriction/corestriction
Sep
19
comment isomorphism and restriction/corestriction
Yes, this is what I mean.
Sep
19
revised isomorphism and restriction/corestriction
added 30 characters in body
Sep
19
revised isomorphism and restriction/corestriction
added 95 characters in body
Sep
19
revised isomorphism and restriction/corestriction
added 49 characters in body
Sep
19
asked isomorphism and restriction/corestriction
Sep
19
revised $H^1(\mathbf{F}_q, Pic(\bar{X})) = 0$?
added 183 characters in body
Sep
19
asked $H^1(\mathbf{F}_q, Pic(\bar{X})) = 0$?
Sep
19
revised Lefschetz hypersurface theorem
added 69 characters in body
Sep
19
revised Lefschetz hypersurface theorem
added 74 characters in body
Sep
19
revised Lefschetz hypersurface theorem
added 71 characters in body