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Crystalline Cohomology and PAdic GaloisRepresentations
On Fourier Coefficients of Eisenstein Series
Quasicharacters of Congruence Groups
11 other sections not shown
action acts algebra assertion associated assume bundle C-configurations called canonical cell Chapter character characteristic Choose closed cohomology commutative compact complex condition configuration connection consider constant construction contained continuous corresponding define definition denote Desargues differential direct easily element equation equivalent étale exact example exists extension fact factor field finite fixed follows formula function Galois geometric given gives Hence holds homomorphism ideal implies induced integral invariant isomorphism Lemma lifting linear locally Math maximal modulo morphism multiplication natural normal Note object obtain operators p-adic points prime projective Proof properties PROPOSITION prove relations Remark representation resp respect result ring satisfying scheme sequence smooth space structure subgroup Suppose Theorem theory tion transform unique universal variety vector weight