Add to ORKGAbstract. This paper presents an algorithm that, given a prime n, finds and verifies a proof of the primality of n in random time (lg n) 4+o(1). Several practical speedups are incorporated into the algorithm and discussed in detail. 1
Attention has been paid mostly to the new deterministic algorithm for primality testing AKS recently...
Abstract Determining whether any positive integer is definitively prime has been an open problem th...
Solovay and Strassen, and Miller and Rabin have discovered fast algorithms for testing primality whi...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This article presents a primality test known as APR (Adleman, Pomerance and Rumely) which was invent...
With the boom in information technology and the penetration of these technologies in an increasing n...
Primes are used pervasively throughout modern society. E-commerce, privacy, and psuedorandom number ...
AbstractWe analyse two recent probabilistic primality testing algorithms; the first one is derived f...
AbstractWe present a prime certification method which permits shorter certificates of primality than...
Abstract. Given a large positive integer N, how quickly can one construct a prime number larger than...
AbstractWe present a practical probabilistic algorithm for testing large numbers of arbitrary form f...
Attention has been paid mostly to the new deterministic algorithm for primality testing AKS recently...
Abstract Determining whether any positive integer is definitively prime has been an open problem th...
Solovay and Strassen, and Miller and Rabin have discovered fast algorithms for testing primality whi...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This paper presents an algorithm that, given a prime , finds and verifies a proof of the primality o...
This article presents a primality test known as APR (Adleman, Pomerance and Rumely) which was invent...
With the boom in information technology and the penetration of these technologies in an increasing n...
Primes are used pervasively throughout modern society. E-commerce, privacy, and psuedorandom number ...
AbstractWe analyse two recent probabilistic primality testing algorithms; the first one is derived f...
AbstractWe present a prime certification method which permits shorter certificates of primality than...
Abstract. Given a large positive integer N, how quickly can one construct a prime number larger than...
AbstractWe present a practical probabilistic algorithm for testing large numbers of arbitrary form f...
Attention has been paid mostly to the new deterministic algorithm for primality testing AKS recently...
Abstract Determining whether any positive integer is definitively prime has been an open problem th...
Solovay and Strassen, and Miller and Rabin have discovered fast algorithms for testing primality whi...