Roma Tre April 18–20, 2018 4th Mini Symposium of the Roman Number Theory Association (RNTA)

Landreau [19] could reduce the contribution of the divisor function implied in Davenport’s method, thanks to an averaging.. over a sufficiently large set, and this

Le premier concerne une inegalite dont un cas particulier est Ie suivant : min p—q a" \ (quand a est un nombre reel fixe plus grand que 1; p et q sont des nombres premiers, et

— In a series of papers, we constructed large families of normal numbers using the concatenation of the values of the largest prime factor P (n), as n runs through particular

Our main concern is to give good estimates for the number of distinct integers at most x which are represented by f in all ranges of x with a particular focus on the

Then we may assume that k exceeds a sufficiently large effectively computable absolute constant.. We may assume that k exceeds a sufficiently large effectively computable absolute

Transcendence and linear independence over the field of algebraic numbers of abelian integrals of first, second and third kind.... Chudnovskij (1976) – Algebraic independence

In our previous paper [2], we defined the winding number for regular closed curves on two manifolds, and gave an alge- braic method for finding the winding number of a regular

To do this, we represent the homotopy class of C in terms of a regular generating system for ^i(M), then use a covering space argument to show that the winding number depends only