Sostantivo
function of the complex variable s that analytically continues the sum of the infinite series ∑ₙ₌₁ ᪲1/(nˢ) that converges when the real part of s is greater than 1.
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- Airy zeta-functionArakawa–Kaneko zeta-functionarithmetic zeta-functionArtin–Mazur zeta-functionBarnes zeta-functionBeurling zeta-functionDedekind zeta-functiondouble zeta-functionEpstein zeta-functionEuler-Riemann zeta-functionGoss zeta-functionHasse–Weil zeta-functionheight zeta-functionHurwitz zeta-functionIgusa zeta-functionIhara zeta-functionLefschetz zeta-functionLerch zeta-functionL-functionlocal zeta-functionMatsumoto zeta-functionMinakshisundaram–Pleijel zeta-functionMordell–Tornheim zeta-functionMotivic zeta-functionmultiple zeta-functionp-adic zeta-functionprime zeta-functionRiemann zeta-functionRuelle zeta-functionSelberg zeta-functionShimizu L-functionShintani zeta-functionsubgroup zeta-functionWitten zeta-function