Ricardo Gómez-Aíza

Young-lattice diagonals and a doubly graded multiple-zeta decomposition of $e^\gamma$

An equivalent formulation of the Riemann hypothesis recently led to a partition expansion naturally indexed by diagonals of the Young lattice. Segovia isolated the hook families $(r,1^m)$ on these diagonals and computed their limiting contributions $\rho_r$, while observing that non-hook families provide a missing cont...