Conjecture on archimedean Rankin–Selberg zeta integrals for GL_n
Conjecture on archimedean zeta integrals. There exists a number field E(εv(n+1),εv(n))E(\varepsilon^{(n+1)}_v,\varepsilon^{(n)}_v)E(εv(n+1),εv(n)) such that, for every m∈Crit(π(n+1),π(n))m\in\mathrm{Crit}(\pi^{(n+1)},\pi^{(n)})m∈Crit(π(n+1),π(n))…
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