Piotr Miska

activity

20142025

most citedThe

r

-derangement numbers

23 citations · 50 across the 24 of their papers we have counts for

collaborators

Showing 2018Show all

4 papers · 1 filter

math.NT2018★ 6 cited

$p$ -adic denseness of members of partitions of $N$ and their ratio sets

Piotr Miska, Carlo Sanna

The ratio set of a set of positive integers $A$ is defined as $R (A) := {a / b : a, b \in A}$ . The study of the denseness of $R (A)$ in the set of positive real numbers is a classi…

math.NT2018★ 12 cited

On the p-adic denseness of the quotient set of a polynomial image

Piotr Miska, Nadir Murru, Carlo Sanna

The quotient set, or ratio set, of a set of integers $A$ is defined as $R (A) := {a / b : a, b \in A, b \neq = 0}$ . We consider the case in which $A$ is the image of $\mat…

math.NT2018

A note on $p$ -adic locally analytic functions with application to behavior of the $p$ -adic valuations of Stirling numbers

Piotr Miska

The aim of this paper is to prove conjectures concerning $p$ -adic valuations of Stirling numbers of the second kind $S (n, k)$ , $n, k \in N_{+}$ , stated by Amdeberhan, Manna and…

math.NT2018★ 23 cited

The $r$ -derangement numbers

Chenying Wang, Piotr Miska, István Mező

The classical derangement numbers count fixed point-free permutations. In this paper we study the enumeration problem of generalized derangements, when some of the elements are res…

p-adic denseness of members of partitions of N and their ratio sets

On the p-adic denseness of the quotient set of a polynomial image

A note on p-adic locally analytic functions with application to behavior of the p-adic valuations of Stirling numbers

The r-derangement numbers

$p$ -adic denseness of members of partitions of $N$ and their ratio sets

A note on $p$ -adic locally analytic functions with application to behavior of the $p$ -adic valuations of Stirling numbers

The $r$ -derangement numbers