Myra Steele Professor of Mathematics
Grinnell College
Ph.D. in mathematics, Princeton University, 1996.
M.A. in mathematics, Princeton University, 1959.
A.B. summa cum laude with distinction in mathematics, Columbia
College, 1956.
Interests: Number theory, algebraic geometry, combinatorics.
Referee for The American mathematical monthly, Discrete
mathematics, The Fibonacci quarterly, and The journal of
number theory.
Reviewer for Mathematical reviews.
Recent publications:
Bounds of divided universal Bernoulli numbers and universal Kummer congruences(with Shaofang Hong and Wenli Ren), Proceedings of the American Mathematical Society 138 (2008), 61-71.
A (not so) complex solution to a2 + b2 = cn(with Arthur Benjamin and David Rudel), Mathematics magazine 77 (2004), 300-302.
Universal Kummer congruences mod prime powers,Journal of number theory 109 (2004), 362-378.
Universal Bernoulli polynomials and p-adic congruences,Applications of Fibonacci numbers 9 (2002), 1-8.
On n-th order Bernoulli polynomials of degree n that are Eisenstein,with Michael Filaseta, Colloquium mathematicum 93 (2002), no. 1, 21-26.
Kummer congruences for universal Bernoulli numbers and related congruences for poly-Bernoulli numbers,International mathematical journal 1 (2002), no. 1, 53-63.
This document is available on the World Wide Web as
http://www.math.grinnell.edu/faculty/Adelberg-vita.m4
