%0 PDF
%T Eta-quotients and theta functions.
%A Lemke Oliver, Robert J.
%D 2017-07-07T07:52:52.729-04:00
%8 2017-07-07
%I Tufts University. Tisch Library.
%R http://localhost/files/1544c142z
%X The Jacobi Triple Product Identity gives a closed form for many infinite product generating functions that arise naturally in combinatorics and number theory. Of particular interest is its application to Dedekind's eta-function η(z), defined via an infinite product, giving it as a certain kind of infinite sum known as a theta function. Using the theory of modular forms, we classify all eta-quotients that are theta functions.
%[ 2018-10-09
%9 Text
%~ Tufts Digital Library
%W Institution