Sarah Dijols

activity

20162024

most citedProjection of root systems

1 citations · 2 across the 6 of their papers we have counts for

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4 papers · 1 filter

math.RT2024

Whittaker normalization of $p$ -adic ABV-packets and Vogan's conjecture for tempered representations

Clifton Cunningham, Sarah Dijols, Andrew Fiori +1

We show that ABV-packets for $p$ -adic groups do not depend on the choice of a Whittaker datum, but the function from the ABV-packet to representations of the appropriate microlocal…

math.RT2024

Projection of root systems and the generalized injectivity conjecture for exceptional groups

Sarah Dijols

Let $a$ be a real euclidean vector space of finite dimension and $Σ$ a root system in $a$ with a basis $Δ$ . Let $Θ \subset Δ$ and $M = M_{Θ}$ be a standard Levi of a reductive group $…

math.RT2024

Generic representations, open parameters and ABV-packets for $p$ -adic groups

Clifton Cunningham, Sarah Dijols, Andrew Fiori +1

If $π$ is a representation of a $p$ -adic group $G (F)$ , and $ϕ$ is its Langlands parameter, can we use the moduli space of Langlands parameters to find a geometric property of $ϕ$ t…

math.RT2019★ 1 cited

Projection of root systems

Sarah Dijols

Let $a$ be a real euclidean vector space of finite dimension and $Σ$ a root system in $a$ with a basis $Δ$ . Let $Θ \subset Δ$ and $M = M_{Θ}$ be a standard Levi of a reductive group $…

Whittaker normalization of p-adic ABV-packets and Vogan's conjecture for tempered representations

Projection of root systems and the generalized injectivity conjecture for exceptional groups

Generic representations, open parameters and ABV-packets for p-adic groups

Projection of root systems

Whittaker normalization of $p$ -adic ABV-packets and Vogan's conjecture for tempered representations

Generic representations, open parameters and ABV-packets for $p$ -adic groups