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A heuristic guide to evaluating triple-sums. / Mortenson, Eric T.

в: Hardy-Ramanujan, Том 43, 2020, стр. 99-121.

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Mortenson, Eric T. / A heuristic guide to evaluating triple-sums. в: Hardy-Ramanujan. 2020 ; Том 43. стр. 99-121.

BibTeX

@article{a68d6e08e4fc4e87a600c0adccf94047,
title = "A heuristic guide to evaluating triple-sums",
abstract = "Using a heuristic that relates Appell-Lerch functions to divergent partial theta functions one can expand Hecke-type double-sums in terms of Appell-Lerch functions. We give examples where the heuristic can be used as a guide to evaluate analogous triple-sums in terms of Appell-Lerch functions or false theta functions",
author = "Mortenson, {Eric T.}",
year = "2020",
doi = "10.46298/hrj.2021.7431",
language = "English",
volume = "43",
pages = "99--121",
journal = "Hardy-Ramanujan Journal",
issn = "2804-7370",
publisher = "Hardy-Ramanujan Society",

}

RIS

TY - JOUR

T1 - A heuristic guide to evaluating triple-sums

AU - Mortenson, Eric T.

PY - 2020

Y1 - 2020

N2 - Using a heuristic that relates Appell-Lerch functions to divergent partial theta functions one can expand Hecke-type double-sums in terms of Appell-Lerch functions. We give examples where the heuristic can be used as a guide to evaluate analogous triple-sums in terms of Appell-Lerch functions or false theta functions

AB - Using a heuristic that relates Appell-Lerch functions to divergent partial theta functions one can expand Hecke-type double-sums in terms of Appell-Lerch functions. We give examples where the heuristic can be used as a guide to evaluate analogous triple-sums in terms of Appell-Lerch functions or false theta functions

U2 - 10.46298/hrj.2021.7431

DO - 10.46298/hrj.2021.7431

M3 - Article

VL - 43

SP - 99

EP - 121

JO - Hardy-Ramanujan Journal

JF - Hardy-Ramanujan Journal

SN - 2804-7370

ER -

ID: 126318699