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... Definition 3. A number n ∈ N is a prime number if it has exactly two divisors in N. These two divisors are 1 (which divides all natural numbers) and the number n itself. Note that they must necessarily be different because the existence of two divisors has been required. The first primes are 2, 3, 5 ...
... Definition 3. A number n ∈ N is a prime number if it has exactly two divisors in N. These two divisors are 1 (which divides all natural numbers) and the number n itself. Note that they must necessarily be different because the existence of two divisors has been required. The first primes are 2, 3, 5 ...
For printing - Mathematical Sciences Publishers
... and for any integer n larger than one let ω(n) denote the number of distinct prime factors of n. Let I be an integer larger than one and let 6 be a positive real number. Let 2 = Pi 5 P2,..- be the sequence of prime numbers in increasing order and let m be that positive integer for which p x -pm < N ...
... and for any integer n larger than one let ω(n) denote the number of distinct prime factors of n. Let I be an integer larger than one and let 6 be a positive real number. Let 2 = Pi 5 P2,..- be the sequence of prime numbers in increasing order and let m be that positive integer for which p x -pm < N ...
