2 problems

Arithmetic exponent pair hypothesis for smooth-conductor trace-function sums
Arithmetic exponent pair hypothesis. For every $\epsilon>0$ , provided that $|I|<q\delta$ , one has
openFrom papersanalytic-number-theory dirichlet-l-functions trace-functions
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7
The type-BC indifference graph equivalence conjecture for Kazhdan–Lusztig basis elements
Let $v,w\in\mathfrak{B}_n$ avoid the patterns $3412$ and $4231$ . Write $\Gamma(v)$ and $\Gamma(w)$ for their type- $\mathsf{BC}$ indifference graphs, and let…
openFrom papershyperoctahedral-groups kazhdan-lusztig-theory trace-functions
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10

Arithmetic exponent pair hypothesis for smooth-conductor trace-function sums