

Ph.D., 2001, UIUC
Teaching
Math 444 Section A2, A3, Summer, 2005
Math 385 Section B1, Math 016, Section X1, Spring, 2005
Math 016 Sections C1, D1, X1, Fall, 2004
Math 280 Section B2, Summer, 2004 (now Math 380)
Math 242 Lect C, Spring, 2004
Math 116, Section A1, C1, D1 and X1, Fall, 2003 (now Math 016)
Math 285 Section B1 (now Math 385), Math 116 (now Math 016), Section X1, Spring, 2003
Math 116, Section C1, D1 and X1, Fall, 2003 (now Math 016)
Publications
G. Choi and A. Zaharescu, Additive patterns in a multiplicative group in a finite field,
Manuscripta Math. 111 (2003), 187--194.
O. Chan, G. Choi and A. Zaharescu, Multidimensional version of a Davenport-Erdos result,
J. Integer Seq. 6 (2003), article 03.2.6, (electronic).
D. Bowman and G. Choi, G-continued fractions for basic hypergeometric fucntions II,
G. Choi and A. Zaharescu, A class of exponential congruences in several variables, accepted for publication.
B. Berndt and G. Choi, A continued fraction from Ramanujan's Lost Notebook, submitted, accepted for publication.
D. Bowman and G. Choi, The Rogers-Ramanujan-Selberg-Andrews q-difference equation and its associated G-continued fraction, submitted.
D. Bowman and G. Choi, G-continued fraction for basic hypergeometric functions,
J. Math, Anal. Appl. 243 (2000), 338-343.
D. Bowman and G. Choi, Rational approximation to a new generalization of Rogers-Ramanujan continued fraction,
J. Number Theory 85 (2000), 158-171.
D. Bowman and G. Choi, An Euler-Minding theorem for G-continued fractions, in preparation.