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- W2299321690 abstract "We prove a universal coefficients theorem for the overconvergent cohomology modules introduced by Ash and Stevens, and give several applications. In particular, we sketch a very simple construction of eigenvarieties using overconvergent cohomology and prove many instances of a conjecture of Urban on the dimensions of these spaces. For example, when the underlying reductive group is an inner form of GL(2) over a quadratic imaginary extension of the rationals, the cuspidal component of the eigenvariety is a rigid analytic curve." @default.
- W2299321690 created "2016-06-24" @default.
- W2299321690 creator A5083514717 @default.
- W2299321690 date "2012-09-04" @default.
- W2299321690 modified "2023-09-27" @default.
- W2299321690 title "Universal coefficients for overconvergent cohomology and the geometry of eigenvarieties" @default.
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