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2013•Research journal of pure algebraRequires access

• RESULTS OF RD-ALGORITHM IN DIVISIBILITY OF NUMBERS

Hassan Khosravi, P. Jafari

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Abstract

Let z=a_n a_(n-1)…a_1and w=b_m b_(m-1)…b_1 are dividend and odd divisor respectively. In this paper, we introduce a new algorithm entitled Reduce Digits Algorithm (RD-Algorithm) for divisibility of numbers and we show that which there is a direct relationship between X and the speed of algorithm and calculations (X is n right digits of odd divisor).

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What this paper is about

Let z=a_n a_(n-1)…a_1and w=b_m b_(m-1)…b_1 are dividend and odd divisor respectively. In this paper, we introduce a new algorithm entitled Reduce Digits Algorithm (RD-Algorithm) for divisibility of numbers and we show that which there is a direct relationship between X and the speed of algorithm and calculations (X is n right digits of odd divisor).

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Available abstract

Let z=a_n a_(n-1)…a_1and w=b_m b_(m-1)…b_1 are dividend and odd divisor respectively. In this paper, we introduce a new algorithm entitled Reduce Digits Algorithm (RD-Algorithm) for divisibility of numbers and we show that which there is a direct relationship between X and the speed of algorithm and calculations (X is n right digits of odd divisor).

Key concepts: Divisibility rule, Mathematics, Divisor (algebraic geometry), Greatest common divisor, Combinatorics, Algorithm, Discrete mathematics

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