Closed. This question is not reproducible or was caused by typos. It is not currently accepting answers.
I implemented the Miller-Rabin prime test algorithm found on wikipedia with Python 3. It seems to be working correctly with most numbers but occasionaly fail on certain numbers.
I\'m currently trying to solve problem 7 on project euler with ideon. I\'m implementing a prime numbers generator. Here is what I have:
For my prime numbers lazy seq, I am checking to see if an index value is divisible by all the p开发者_StackOverflowrimes below that current index (prime?). The problem is, when I call primes within it
I need a way to store and very efficiently retrieve the first 3512 primes in C#.As far as I know I would use an int array.
def primes(n): if n==2: return [2] elif n<2: return [] s=range(3,n+1,2) mroot = n ** 0.5 half=(n+1)/2-1
I have a very big number, and I want to make a program, that finds two prime numbers, that will give the original number, if multiplied.
I\'m trying to find all the primes less than some integer n as concisely as possible, using list comprehensions. I\'m learning Haskell, and this is just an exercise. I\'d like to write something like:
I have the following code def gen_primes(): D = {} q = 2 while True: if q not in D: yield q D[q * q] = [q] else:
I want to c开发者_如何学运维reate a program in C# 2005 which calculates prime factors of a given input. i want to use the basic and simplest things, no need to create a method for it nor array things
加载中,请稍侯......