Authors prove infinite families of q-series identities at roots of unity that equate multisums to Eichler integral limits, encompassing all Hikami conjectures and generalizing the Lawrence-Zagier result on unified WRT invariants.
Hikami,Hecke type formula for unified Witten-Reshetikhin-Turaev invariants as higher-order mock theta functions, Int
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Bailey pairs, Eichler integrals and unified Witten-Reshetikhin-Turaev invariants
Authors prove infinite families of q-series identities at roots of unity that equate multisums to Eichler integral limits, encompassing all Hikami conjectures and generalizing the Lawrence-Zagier result on unified WRT invariants.