Add to ORKGAbstract. A p-divisible group over a field K admits a slope decomposition; associated to each slope λ is an integer m and a representation Gal(K) → GLm(Dλ), where Dλ is the Qp-division algebra with Brauer invariant [λ]. We call m the multiplicity of λ in the p-divisible group. Let G0 be a p-divisible group over a field k. Suppose that λ is not a slope of G0, but that there exists a deformation of G in which λ appears with multiplicity one. Assume that λ 6 = (s − 1)/s for any natural number s> 1. We show that there exists a deformation G/R of G0/k such that the representation Gal(FracR)→ GL1(Dλ) has large image. 1
We consider iterates of the generic q-additive polynomial in d variables over various fields which c...
Let F be a non-Archimedean locally compact field of residue characteristic p, let D be a finite dime...
Let F be a non-Archimedean locally compact field of residue characteristic p, let D be a finite dime...
A p-divisible group over a field K admits a slope decomposition; associated to each slope λ is an in...
A p-divisible group over a field K admits a slope decomposition; associated to each slope λ is an in...
Let E be an imaginary quadratic number field, p a rational prime splitting in [special characters om...
Let E be an imaginary quadratic number field, p a rational prime splitting in [special characters om...
Abstract. We show that the presentation of affine T-varieties of complexity one in terms of polyhedr...
We consider p-divisible groups (also called Barsotti-Tate groups) in characteristic p, abelian vari...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
We investigate local-global compatibility for cuspidal automorphic representations π for GL2 over CM...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
We consider iterates of the generic q-additive polynomial in d variables over various fields which c...
Let F be a non-Archimedean locally compact field of residue characteristic p, let D be a finite dime...
Let F be a non-Archimedean locally compact field of residue characteristic p, let D be a finite dime...
A p-divisible group over a field K admits a slope decomposition; associated to each slope λ is an in...
A p-divisible group over a field K admits a slope decomposition; associated to each slope λ is an in...
Let E be an imaginary quadratic number field, p a rational prime splitting in [special characters om...
Let E be an imaginary quadratic number field, p a rational prime splitting in [special characters om...
Abstract. We show that the presentation of affine T-varieties of complexity one in terms of polyhedr...
We consider p-divisible groups (also called Barsotti-Tate groups) in characteristic p, abelian vari...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
We investigate local-global compatibility for cuspidal automorphic representations π for GL2 over CM...
Let G be a finite d-dimensional classical group and p a prime divisor of |G| distinct from the chara...
We consider iterates of the generic q-additive polynomial in d variables over various fields which c...
Let F be a non-Archimedean locally compact field of residue characteristic p, let D be a finite dime...
Let F be a non-Archimedean locally compact field of residue characteristic p, let D be a finite dime...