Add to ORKGAbstract The main purpose of this paper is to study the arithmetical properties of the primitive numbers of power p by using the elementary method, and give some interesting identities and asymptotic formulae
A new method for representing positive integers and real numbers in a rational base is considered. I...
International audienceIn this paper the author gives formulas for the prime counting function and fo...
AbstractTwo conjectures about primitive roots are given. These conjectures are supported by empirica...
The main purpose of this paper is to study the arithmetical properties of the primitive numbers of p...
Abstract For any positive integer n and prime p, let Sp(n) denotes the smallest positive integer m s...
Let p be a prime, n be any fixed positive integer. Sp(n) denotes the smallest positive integer such ...
Abstract Let p be a prime, n be any positive integer, Sp(n) denotes the smallest integer m ∈ N+, whe...
Abstract Let p be a prime, n be any fixed positive integer. Sp(n) denotes the smallest positive inte...
AbstractAn asymptotic formula is obtained for the number of representations of an element of a finit...
The problem of representing odd integers as the sum of a prime and a power of two is investigated us...
Since the publication of the first edition of this work, considerable progress has been made in many...
Elementary Number Theory takes an accessible approach to teaching students about the role of number ...
For a real number x, we let x be the closest integer to x. In this paper, we look at the arithmetic ...
We prove here some properties of primitive roots and indices in Elementary Number Theory by applying...
The structure of set of primitive systems of natural numbers is described and the main properties of...
A new method for representing positive integers and real numbers in a rational base is considered. I...
International audienceIn this paper the author gives formulas for the prime counting function and fo...
AbstractTwo conjectures about primitive roots are given. These conjectures are supported by empirica...
The main purpose of this paper is to study the arithmetical properties of the primitive numbers of p...
Abstract For any positive integer n and prime p, let Sp(n) denotes the smallest positive integer m s...
Let p be a prime, n be any fixed positive integer. Sp(n) denotes the smallest positive integer such ...
Abstract Let p be a prime, n be any positive integer, Sp(n) denotes the smallest integer m ∈ N+, whe...
Abstract Let p be a prime, n be any fixed positive integer. Sp(n) denotes the smallest positive inte...
AbstractAn asymptotic formula is obtained for the number of representations of an element of a finit...
The problem of representing odd integers as the sum of a prime and a power of two is investigated us...
Since the publication of the first edition of this work, considerable progress has been made in many...
Elementary Number Theory takes an accessible approach to teaching students about the role of number ...
For a real number x, we let x be the closest integer to x. In this paper, we look at the arithmetic ...
We prove here some properties of primitive roots and indices in Elementary Number Theory by applying...
The structure of set of primitive systems of natural numbers is described and the main properties of...
A new method for representing positive integers and real numbers in a rational base is considered. I...
International audienceIn this paper the author gives formulas for the prime counting function and fo...
AbstractTwo conjectures about primitive roots are given. These conjectures are supported by empirica...