Surjectivity Criteria for p-adic Representations

By A. Vasiu. 2002

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Some Cases of the Mumford-Tate Conjecture and Shimura Varieties (2002, unknown): “Ch. 7, Subsect. 7.6] and [ Va2 , Subsect. 2.3]). For each commutative ˜ K-algebra ˜”
Galois theory of iterated endomorphisms (2007, background): “nearly disjoint from Q(ζℓn) for all n. (2) Gal(T1/F) ∼=GSp 2d(Z/ℓZ). (3) If ℓ = d = 2, then T1 is linearly disjoint from Q( √ 2,i). Proof. This is a restatement of Vasiu’s Theorems 4.1 and 4.2.1 from [39]. Remark. Suppose that d is odd, d = 2 or d = 6, and End(A) ∼= Z. Th´eor`eme 3 of [33, R´esum´e ”