Prime Divisors of the Bernoulli and Euler Numbers
Author
Samuel S. Wagstaff, Jr.
Entry type
unpublished
Abstract
We have completely factored the numberators N2k of the Bernoulli numbers for all 2k<=152 and the Euler numbers E2k for all 2k<=88, using the even index notation. We studied the results seeking new theorems about the prime factors of these numbers. We rediscovered two nearly-forgotten congruences for the Euler numbers.
Institution
CERIAS
Key alpha
wagstaff
Affiliation
Purdue University
Publication Date
0000-00-00

