This research paper is to define new rule to find the divisibility of stream of binary on any prime numbers 3, 5, 7 …… with reminder 0. In general, the divisibility of binary numbers is most important in many digital circuits and mathematical applications. This paper explains this new rule for evaluating the divisibility of any binary number on any prime number greater than 2. This rule will depend on separating the binary number into blocks of bits then processes each block separately in a special procedure to find the possible divisibility on the prime number. After testing this new rule with prime numbers 3, 5, and 7 as a sample of prime numbers, the finding shows that this rule provides fast and true results
The fundamental theorem of arithmetic states that any composite natural integer can be expressed in ...
Cryptography plays a crucial role in today’s society. Given the influence, cryptographic algorithms ...
Elements of theory of divisibility are present in many various interesting mathematical tasks, espec...
A divisibility rule is a shorthand way of determining whether a given number is divisible by a fixed...
This article deals with a simple test for divisibility by 7 for natural numbers having a minimum of ...
When finding divisors of a number, various divisibility criteria are employed. Sometimes, the use of...
I n school we generally study divisibility by divisors from 2 to 12 (except 7 in some syllabi). In...
When finding divisors of a number, various divisibility criteria are employed. Sometimes, the use of...
In this paper using modulo n arithmetic, we give a general divisibility criterion, together with s...
This paper describes a divisibility rule for any prime number as an engaging problem-solving activit...
This work brings prime numbers formed digits appearing in prime number. We have considered all the p...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 Rome / CNR - Consiglio ...
Throughout this lecture, n denotes an integer larger than 1. We call n composite if there exist inte...
This work is a study of divisibility and these criteria, in relationships and divisibility criteria....
In this paper two algorithms based on the the divisibility properties of binomial expressions are in...
The fundamental theorem of arithmetic states that any composite natural integer can be expressed in ...
Cryptography plays a crucial role in today’s society. Given the influence, cryptographic algorithms ...
Elements of theory of divisibility are present in many various interesting mathematical tasks, espec...
A divisibility rule is a shorthand way of determining whether a given number is divisible by a fixed...
This article deals with a simple test for divisibility by 7 for natural numbers having a minimum of ...
When finding divisors of a number, various divisibility criteria are employed. Sometimes, the use of...
I n school we generally study divisibility by divisors from 2 to 12 (except 7 in some syllabi). In...
When finding divisors of a number, various divisibility criteria are employed. Sometimes, the use of...
In this paper using modulo n arithmetic, we give a general divisibility criterion, together with s...
This paper describes a divisibility rule for any prime number as an engaging problem-solving activit...
This work brings prime numbers formed digits appearing in prime number. We have considered all the p...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 Rome / CNR - Consiglio ...
Throughout this lecture, n denotes an integer larger than 1. We call n composite if there exist inte...
This work is a study of divisibility and these criteria, in relationships and divisibility criteria....
In this paper two algorithms based on the the divisibility properties of binomial expressions are in...
The fundamental theorem of arithmetic states that any composite natural integer can be expressed in ...
Cryptography plays a crucial role in today’s society. Given the influence, cryptographic algorithms ...
Elements of theory of divisibility are present in many various interesting mathematical tasks, espec...