**Hei-Chi Chan **(陈希智)

Associate Professor

Department of Mathematical Sciences

University of Illinois at Springfield (UIS)

Email: chan(dot)hei-chi(at)uis(dot)edu

Phone: (217) 206-7331

Office: WUIS 17

**Education:**

Ph.D. Yale University

B.S. University of Illinois at Urbana-Champaign

**Research**

Number Theory, q-series, work inspired by Ramanujan

**Some Recent Preprints/Papers** (last updated: Sept 1, 2010. Comments? Feel free to email me!)

*On the Andrews-Schur's proof of the Rogers-Ramanujan identities*(to appear in*Ramanujan J.*)*Congruenes Modulo Powers Of 2 For A Certain Partition Function*(with Shaun Cooper; to appear in*Ramanujan J.*)*Ramanujan's Cubic Continued Fraction And A Generalization Of His ``Most Beautiful Identity''*(to appear in*International J. Number Theory*)- Ramanujan's Cubic Continued Fraction And Ramanujan Type Congruences For A Certain Partition Function (to appear in
*International J. Number Theory*) - Distribution Of A Certain Partition Function Modulo Powers of Primes (to appear in
*Acta Math. Sin. (Engl. Ser.).*) *Factorization Theorems For The Rogers-Ramanujan Continued Fraction In The Lost Notebook*(with Scott Ebbing)*A New Proof For Two Identities Involving The Ramanujan's Cubic Continued Fraction*(to appear in*Ramanujan J.*)*From A Ramanujan-Selberg Continued Fraction To A Jacobian Identity*(to appear in*Proc. Amer. Math. Soc.*)*From Andrews' Formula For The Fibonacci Numbers To The Rogers-Ramanujan Identities*,*Fib. Quart.*, 45 (2007), 221-239*Another Simple Proof Of The Quintuple Product Identity*,*IJMMS*, 2005 (2005), 2511-2515*A Gauss-Kuzmin-Lévy Theorem For A Certain Continued Fraction*,*IJMMS*, 2004 (2004), 1067-1076