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- Bruce C. Berndt, CHADWICK GUGG, +4 authors Johann Thiel
- 2011

The most familiar proof of Theorem 1.1, especially in the form (1.2), is via Poisson’s summation formula. That proof is briefly sketched in [2, p. 253]. It should be emphasized that only in special cases is f(a, b) a modular form. In these special cases, especially in the case a = b = q, more proofs are known. In particular, there are three important… (More)

- Chutchai Nupet, Sarachai Kongsiriwong
- Electr. J. Comb.
- 2010

We give two new proofs of Winquist’s identity. In the first proof, we use basic properties of cube roots of unity and the Jacobi triple product identity. The latter does not use the Jacobi triple product identity.

- Sarachai Kongsiriwong, Supawadee Prugsapitak
- Periodica Mathematica Hungarica
- 2014

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