Jim Dudziak
Visiting Associate Professor
CV
Statistics
and Probability
Lyman Briggs College
Michigan
State University
Memberships
American Mathematical Society
Mathematical Association of America
Association of Symbolic Logic
|
|
Contact
Lyman Briggs College, E 34 Holmes Hall
or Department of Statistics and Probability, Wells Hall
Phone: (517)
353-4599 (LBS)
Fax: (517) 432-2758
(LBS)
Department: (517) 353-6480 (LBS) (517) 353-7815(Statistics)
Email: dudziak@msu.edu
Education
B.S. Mathematics, California Institute of Technology
1976
Ph.D. Mathematics, Indiana University at Bloomington,
1981
Scholarly Interests
Function Algebras, Rational Approximation in the Complex Plane, and Subnormal Operators. With undergraduates, Actuarial Science and various aspects of Logic and Geometry.
Teaching Interests and Classes Taught:
- Actuarial Mathematics (Single Life Contingencies, Multiple Life Contingencies, Multiple Decrement Theory, Ruin Theory, Loss Models, Credibility Theory)
- Mathematical Analysis at Various Levels
-
Seminar Courses: Hilbert's Third Problem, Combinatorial geometry, Computational Geometry
- Calculus, Differential Equations, Linear Algebra, Discrete Structures
Special Events
- Presenter at Grandparents University, Michigan State University, June 2007
- Organizing Committee of the Michigan Undergraduate Mathematics Conference, October 2007
- MAA Workshop "Wall Street Needs Rocket Scientists", St. Mary's College 2006
- MAA Workshop "Statistical Ratemaking", Tulane University 2004
- Keynote Speaker at Math Awareness Week, Western Michigan MAA Chapter 1995
- Organizer of Pi Mu Epsilon Club and "coffee talks" at Bucknell University
Selected Publications
- J Dudziak (2007). The Vitushkin Conjecture for Removable Sets. Research Monograph. Forthcoming. [Book Description]
- J Dudziak, TW Gamelin, P Gorkin (2000). Hankel Operators on Bounded Analytic Functions. Transactions of the American Mathematical Society, 352(1): 363-377.
- J Conway, J Dudziak (1995). Pointwise Bounded Limits of Rational Functions on the String of Beads. Proceedings of the Royal Irish
Academy 95A (1): 29-38.
- J Conway, J Dudziak (1990). Von Neumann Operators are Reflexive. Journal fur die reine und angewandte Mathematik 408: 34-56.
- J Dudziak (1989). A Weak-Star Rational Approximation Problem
Connected with Subnormal Operators. Proceedings of the American Mathematical Society 107 (3): 679-686.
- J Dudziak (1987). Isometrically Removable Sets for Functions in the
Hardy Space are Polar. Michigan Mathematics Journal 34 (2): 267-273.
- J Dudziak (1986). A Note on a Theorem of Ahern and Sarason. Proceedings of the American Mathematical Society 98 (1): 38-40.
- J Dudziak (1986). The Minimal Normal Extension Problem for
Subnormal Operators. Journal of Functional Analysis, 65 (3): 314-338.
- J Dudziak (1983). Spectral Mapping Theorems for Subnormal
Operators. Journal of Functional Analysis 56 (3): 360-387.
|