Based on the answer by Will Ness, I've been using a JavaScript adaptation for the postponed sieve algorithm: function * primes() { yield 2; yield 3;
I am working on coming up with a solution for coming with a list of prime numbers using the Sieve of Eratosthenes. So the program is supposed to find prime numb
I've been working on an implementation of Shamir's Secret Sharing, and was wondering if the prime number selected will impact on the security. This is mainly be
I am trying to give info to my program whether it should print space or not. My code looks something like this, and its printing spaces at the end (which is not
I want to make a prime decomposition function faster, but it needs to use a precomputed list of primes. This is what I have so far: def decompose(n): factor
Please help my code is as follows. I have found out the Fibonacci series within a range successfully but I am finding it difficult to extract the prime numbers
(this is exciting!) I know, the subject matter is well known. The state of the art (in Haskell as well as other languages) for efficient generation of unbounded
I have a set of prime numbers and I have to generate integers using only those prime factors in increasing order. For example, if the set is p = {2, 5} then my
To test whether a number is prime or not, why do we have to test whether it is divisible only up to the square root of that number?
I have perused a lot of code on this topic, but most of them produce the numbers that are prime all the way up to the input number. However, I need code which