I have made a program in Java that cal开发者_Python百科culates powers of two, but it seems very inefficient. For smaller powers (2^4000, say), it does it in less than a second. However, I am looking a
Who wants to help me with my homework? I\'m try to implement Fermat\'s primality test in Java using BigIntegers. My implementation is as follows, but unfortunately it doesn\'t work.Any ideas?
I want to print all prime numbers that are 2-digits long. Here is my code: for(int input = 11; input <= 99; input += 2){
I am trying to implement either the Fermat, Miller-Rabin, or AKS algorithm in Java using the BigInteger class.
I have implemented Sieve of Eratosthenes to solve the SPOJ problem PRIME1. Tho开发者_运维问答ugh the output is fine, my submission exceeds the time limit. How can I reduce the run time?
I\'m solving some classic problems in Haskell to develop my functional skills and I have a problem to implement an optimization suggested at this \"Programming Praxis\" site:
I am aware the following isn\'t the fastest way of generating a list of primes however I posed myself the problem and before googling wrote the following program. It works fine for numbers < ~ 44,0
When I run this code, even for just counting to the 10th prime number (instead of 1000) I get a skewed/jacked output--all \"not prime\" titles for my is_composite variable, my test_num is giving me pr
I\'ve been interested in the problem of finding a better prime number recognizer for years.I realize this is a huge area of academic research and study - my interest in this is really just for fun.Her
I\'m trying to generate a list of primes below 1 billion.I\'m trying this, but this kind of structure is pretty shitty.Any suggestions?
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