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The p -Adic Valuation of Lucas Sequences
Let (un)n≥0 be a nondegenerate Lucas sequence with characteristic polynomial X2 − aX − b, for some relatively prime integers a and b. For each prime number p and each positive integer n, we give simple formulas for the p-adic valuation νp(un), in terms ...
Carlo Sanna
exaly +1 more source
On the p-adic valuation of harmonic numbers [PDF]
For any prime number p, let Jp be the set of positive integers n such that p divides the numerator of the n-th harmonic number Hn. An old conjecture of Eswarathasan and Levine states that Jp is finite.
Carlo Sanna
exaly +2 more sources
On the p-Adic Valuation of Third Order Linear Recurrence Sequences
In a recent paper, Bilu et al. studied a conjecture of Marques and Lengyel on the $p$-adic valuation of the Tribonacci sequence. In this article, we study the $p$-adic valuation of third order linear recurrence sequences by considering a generalisation ...
Deepa Antony +2 more
exaly +2 more sources
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On the 2-adic valuations of central L-values of elliptic curves
Journal of Number Theory, 2019zbMATH Open Web Interface contents unavailable due to conflicting licenses.
openaire +2 more sources
p -Regularity of the p -Adic Valuation of the Fibonacci Sequence [PDF]
peer reviewedWe show that the p-adic valuation of the sequence of Fibonacci numbers is a p-regular sequence for every prime p. For p≠2,5, we determine that the rank of this sequence is α(p)+1, where α(m) is the restricted period length of the Fibonacci ...
Luis A Medina, Eric Rowland
exaly +1 more source
The p -adic Valuation of Eulerian Numbers: Trees and Bernoulli Numbers
Experimental Mathematics, 2015Francis N Castro +2 more
exaly
p-adic valuation of exponential sums associated to trinomials and some consequences
P-Adic Numbers, Ultrametric Analysis, and Applications, 2017Francis N Castro
exaly
On the 2-Adic Valuations of the Truncated Polylogarithm Series
The Fibonacci Quarterly, 1999openaire +1 more source

