20 citations · 152 across the 37 of their papers we have counts for
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Coefficients of (inverse) unitary cyclotomic polynomials
G. Jones, P. I. Kester, L. Martirosyan +4
The notion of block divisibility naturally leads one to introduce unitary cyclotomic polynomials . They can be written as certain products of cyclotomic poynomials. We st…
Unitary cyclotomic polynomials
Pieter Moree, László Tóth
The notion of block divisibility naturally leads one to introduce unitary cyclotomic polynomials. We formulate some basic properties of unitary cyclotomic polynomials and study how…
Menon-type identities again: A note on a paper by Li, Kim and Qiao
Pentti Haukkanen, László Tóth
We give common generalizations of the Menon-type identities by Sivaramakrishnan (1969) and Li, Kim, Qiao (2019). Our general identities involve arithmetic functions of several vari…
On The Asymptotic Density Of Prime k-tuples and a Conjecture of Hardy and Littlewood
László Tóth
In 1922 Hardy and Littlewood proposed a conjecture on the asymptotic density of admissible prime k-tuples. In 2011 Wolf computed the "Skewes number" for twin primes, i.e., the firs…
Invariant Schreier decorations of unimodular random networks
László Márton Tóth
We prove that every -regular unimodular random network carries an invariant random Schreier decoration. Equivalently, it is the Schreier coset graph of an invariant random subg…