koninck71. 104KB Jun 04 2011 12:09:06 AM
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Not only will we see that log q has a BBP-formula for every Gaussian-Mersenne prime q , but also for a much broader sequence of “generalized Gaussian-Mersenne primes.” Section 2
arithmetic functions recently appeared in the context of an old problem of Molluzzo, and more precisely in the study of which arithmetic progressions yield a balanced Steinhaus
So, either an infinite square-free word can be split into words with densities greater than or equal than ρ or there exist two basic words one after another. In the first case
Aigner’s concept of elite primes can, in analogy to that of Fermat numbers, be generalized too..
Keywords: binomial coefficient, maximal exponent of a prime dividing an integer, p-ary expansion of integer, Kummer’s theorem.. (Concerned with
Acciaro and Fieker [1] have given an algorithm for finding a normal integral basis (when it exists) for a cyclic field of prime
a) There are no odd perfect polynomials A with three prime factors, i.e., of the form A = P a Q b R c where P, Q, R are distinct irreducible (and non-linear) polynomials in F 2 [x]
In this paper, we give partial results related with Conjecture 1 and give a class of matrices for which it is shown that the conjecture holds.. All the results in the paper are given
