REFERENCES
Mathematical papers you should read

Some Guesses in the Theory
of Patitions
F. J. Dyson

Some Properties of Partitions
A.O.L. Atkin and P. SwinnertonDyer

Some Properties of Partitions (2)
A.O.L. Atkin and S.M. Hussain

Hecke Operators on
$\Gamma_0(N)$
A.O.L. Atkin and J. Lehner

Ramanujan, Modular Equations, and Approximations to Pi or How to Compute One Billion Digits of Pi
J. M. Borwein, P. B. Borwein and D. H. Bailey
The American Mathematical Monthly, Vol. 96, No. 3 (Mar., 1989),
pp. 201219

Note on the Eisenstein series of $\Gamma \sb{0}\,(p)$
O. Kolberg
Arbok Univ. Bergen Mat.Natur. Ser. 1968 1968 no. 6, 20 pp. (1969).

On a type of modular relation
L. J. Rogers
On a type of modular relation. (English)
Ebenda [Lond. M. S. Proc. (2) 19], 387397 (1921).

Generalized Dedekind etaproducts
S. Robins,
Generalized Dedekind $\eta$products.
The Rademacher legacy to mathematics (University Park, PA, 1992), 119128.
Contemp. Math., 166, Amer. Math. Soc., Providence, RI, 1994.

The Published Papers of S. Ramanujan
Theses

Some Properties of Partitions, with Special Reference to Primes other than
5, 7, and 11
John Noel O'Brien,
Ph.D. thesis, University of Durham, July 1965, 91+pp.

Dyson's Rank and the AndrewsGarvan Crank to the Moduli 8, 9 and 12
Richard Lewis, Ph.D. thesis, University of Sussex, September 1991.

Arithmetic Properties of Modular Forms,
Sinai Robins, Ph.D. thesis,
UCLA, 1991.

Five Problems in Combinatorial Number Theory,
Zoltan Reti, Ph.D. thesis, University of Florida, 1994, 115pp.

Combinatorial aspects of the theory of qseries
P. R. Hammond, Ph.D. thesis, University of Sussex, June 2006, 88.pp.

Mock Theta Functions
Sander Zwegers, Ph. D. thesis, Universiteit Utrecht, October 2002, 96pp.
Formulae and Letters
The url of this page is http://qseries.org/fgarvan/reference.html.
Created by
Francis Garvan
(fgarvan@ufl.edu) on
Monday, August 18, 2008.
Last update made Mon Feb 27 12:35:01 EST 2017.
fgarvan@ufl.edu
