DAVID RADFORD'S HOME PAGE

Department of Mathematics, Statistics, and Computer Science
University of Illinois at Chicago
851 S. Morgan Street, MC 249
Chicago, IL 60607-7045








Office:  531 SEO
Office Phone:  (312) 996-4839
E-mail:  radford@uic.edu
Office Hours: 1--1:50 MWF, or by appointment

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Near Sciora Huette
St. Moritz area, Switzerland
Photo by D. Radford, 07/2006

 

 

 

 

 

 

 

 

 

 

TEACHING (spring 2009)

MATH 431

TEACHING (fall 2008)

MATH 516

TEACHING (summer 2008)

MATH 215

TEACHING (spring 2008)

MATH 425

MATH 496

MATH 496

TEACHING (fall 2007)

MATH 531

MATH 496

MATH 496

TEACHING (summer 2007)

MATH 596

TEACHING (spring 2007)

MATH 517

TEACHING (fall 2006)

MATH 516

TEACHING (spring 2006)

MATH 180

MATH 300

MATH 496

MATH 596

TEACHING (fall 2005)

MATH 215

MATH 596

TEACHING (spring 2005)

****** no courses*****  

TEACHING (fall 2004)

MATH 180

MATH 300

MATH 330

TEACHING (spring  2004)

****** on leave *****  

TEACHING (fall 2003)

MATH 220

MATH 330

TEACHING (spring 2003)

MATH 531

TEACHING (fall 2002)

MATH 300

MATH 121

 

 



PREPRINTS, Talks, and RECENT PAPERS

0. Talk at algebra conference, Bonne Bay, Newfoundland,  August 2007 ( pdf file).

1. Representations Parameterized by a Pair of Characters (with Hans-Juergen Schneider),  preprint (2005), 52 LaTeX pages ( pdf file).

2. Biproducts and Two-Cocycle Twists of Hopf Algebras  (with Hans-Juergen Schneider),  preprint (2005), 29 LaTeX pages ( pdf file).

3. TBA  (with Leonid Krop),  preprint (2005), TBA LaTeX pages ( dvi file, pdf file).

4. On oriented quantum algebras derived from representations of the quantum double of a finite-dimensional Hopf algebra, J. of Algebra  270   (2003),  670--695.

5. Tracelike functionals on the double of the Taft Hopf algebra (with Sara Westreich), preprint (2002), 39 LaTeX pages (in galley).

6. On the even powers of the antipode of the antipode of a finite-dimensional Hopf algebra (with Hans-Jurgen Schneider), J. Algebra 251 (2002), 185--212.

7. On quantum algebras and coalgebras, oriented quantum algebras and coalgebas, invariants of 1--1 tangles, knots and links. New Directions in Hopf algebras, 263--319. Mathematical Sciences Research Institute Publications 43, Cambridge University Press, New York, 2002.

8. Oriented quantum algebras and invariants of knots and links (with Louis Kauffman), J. of Algebra 246 (2001), 253--291.

ASTRONOMY PICTURE of the DAY ( click here )