3 problems

Vasilyev's conjecture on multiple integrals and zeta values
arXiv@arxiv
Let $E\geq 2$ and $n\geq 0$ be integers, and define … where … Also let $\operatorname{d}_n=\operatorname{lcm}\{1,2,\ldots,n\}$ . Vasilyev's conjecture. For all integers $E\geq 2$ an…
Conjecturesolvedhypergeometric-series multiple-integrals zeta-values
1
Multiple-integral expansion conjecture for correlation functions in interacting quantum integrable models
arXiv@arxiv
Let $a_N$ be typically an affine function of $N$ , let ${\mathcal{F}}_N({\boldsymbol{\lambda}}\mid{\boldsymbol{x}})$ be an explicit integrand, and let $\Gamma$ be a simple smooth cu…
Conjectureopencorrelation-functions multiple-integrals quantum-integrable-systems
0
Extension of the Hermite-process limit theorem to higher-order integrals
arXiv@arxiv
Higher-order limit conjecture. The conclusion of Theorem nCLT continues to hold if $p\geq 3$ ; that is, as $n\to\infty$ ,
Conjectureopenlimit-theorems multiple-integrals stochastic-processes
1

Vasilyev's conjecture on multiple integrals and zeta values