Shiang Tang

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20172020

most citedPrincipal series representations of metaplectic groups

1 citations · 1 across the 2 of their papers we have counts for

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math.NT2020

Motivic Galois representations valued in Spin groups

Shiang Tang

Let $m$ be an integer such that $m \geq 7$ and $m \equiv 0, 1, 7 mod 8$ . We construct strictly compatible systems of representations of $Γ_{\mathbb Q} \to \mathrm{Spin}_m(\overline{…

math.NT2019

Potential automorphy of $GSpin_{2 n + 1}$ -valued Galois representations

Stefan Patrikis, Shiang Tang

We prove a potentially automorphy theorem for suitable Galois representations $Γ_{F^{+}} \to GSpin_{2 n + 1} (F_{p})$ and $Γ_{F^+} \to \mathrm{GSpin}_{2n+1}(\o…

math.NT2018

Algebraic monodromy groups of $l$ -adic representations of $Gal (Q / Q)$

Shiang Tang

In this paper we prove that for any connected reductive algebraic group G and a large enough prime $l$ , there are continuous homomorphisms $$\mathrm{Gal}(\bar\mathbb Q/\mathbb Q) \…

Motivic Galois representations valued in Spin groups

Potential automorphy of GSpin2n+1​-valued Galois representations

Algebraic monodromy groups of l-adic representations of Gal(Q​/Q)

Potential automorphy of $GSpin_{2 n + 1}$ -valued Galois representations

Algebraic monodromy groups of $l$ -adic representations of $Gal (Q / Q)$