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Articles

On the divergence of the RogersRamanujan continued
fraction on the unit circle, (with James McLaughlin.)
Trans. Amer. Math. Soc. 356 (8) 33253347.

Resolution of some open problems concerning multiple
zeta evaluations of arbitrary depth (with David Bradley.)
Compositio Math. 139: 85100, 2003.

GContinued fractions for basic hypergeometric functions
II (with Geumlan Choi). To appear J. Math. Anal. and Appl.

qdifference equations for basic hypergeometric functions (with Jaebum Sohn).
Under revision for J. Reine Angew. Math.

Some multiset inclusions associated with shuffle
convolutions and multiple zeta values (with David Bradley
and Ji Hoon Ryoo). European J. Combin. 24(1), 121127, 2003.

The algebra and combinatorics of shuffles and multiple zeta values (with David Bradley).
J. Comb. Th., A. 97(1): 4361, 2002.

Polynomial continued fractions (with James McLaughlin).
Acta Arith. 103(4): 329342, 2002.

qdifference operators, orthogonal polynomials, and symmetric
expansions.
Memoirs of the Amer. Math. Soc. 159 No. 757, 2002.

Multiple polylogarithms: a brief survey (with David Bradley).
qseries with applications to
combinatorics, number theory and physics,
AMS Contemp. Math., 291: 7192, 2001.

Rational approximation to a new generalization of the
RogersRamanujan continued fraction (with Geumlan Choi).
J. Number Theory, 85(2):158171, 2000.

Gcontinued fractions for basic hypergeometric functions (with Geumlan Choi).
J. Math. Anal. Appl., 243(2):338343, 2000.

An easy proof of the AskeyWilson integral and applications of
the method.
J. Math. Anal. Appl., 245(2):560569, 2000.

Ramanujan's short unpublished manuscript on integrals and series
related to Euler's constant (with Bruce C. Berndt).
In Constructive, experimental, and nonlinear analysis (Limoges,
1999), pages 1927. Amer. Math. Soc., Providence, RI, 2000.

The Bailey transform and D. B. Sears (with
George E. Andrews).
Quaest. Math., 22(1):1926, 1999.

Partitions with numbers in their gaps. Acta Arith., 74(2):97105, 1996.

A general Heine transformation and symmetric polynomials of
Rogers.
In Analytic number theory, Vol. 1 (Allerton Park, IL, 1995),
pages 163171. Birkhauser Boston, Boston, MA, 1996.

A full extension of the RogersRamanujan continued fraction
(with George E. Andrews). Proc. Amer. Math. Soc.,
123(11):33433350, 1995. NOT AVAILABLE IN PDF at this time.

Approximation of $\lfloor na+s\rfloor$ and the zero of $\{na+s\}$.
J. Number Theory}, 50(1):128144, 1995.

Modified convergence for qcontinued fractions defined by
functional relations.
In The Rademacher legacy to mathematics (University Park, PA,
1992), pages 155165. Amer. Math. Soc., Providence, RI, 1994.

A new generalization of Davison's theorem.
Fibonacci Quart., 26(1):4045, 1988.
NOT AVAILABLE