Add to ORKGThis article presents a primality test known as APR (Adleman, Pomerance and Rumely) which was invented in 1980. It was later simplified and im-proved by Cohen and Lenstra. it can be used to prove primality of numbers with thousands of bits in a reasonable amount of time. The running time of this algorithm for number N is O((lnN)C ln ln lnN) for some constant C. This is almost polynomial time since for all practical purposes the function ln ln lnN acts like a constant.
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 ...
The Fundamental Theorem of Arithmetic states that every composite integer can be written as a unique...
In August of 2002, three Indian computer scientists, Manindra Agrawal, Neeraj Kayal arid Nitin Saxen...
Abstract. This paper presents an algorithm that, given a prime n, finds and verifies a proof of the ...
In 2002, Agrawal, Kayal and Saxena, published an article presenting a deterministic, unconditional a...
This thesis studies the Solovay-Strassen test for primality of an integer n, which is based on the J...
In 2002, Agrawal, Kayal and Saxena, published an article presenting a deterministic, unconditional a...
There has been an increasing interest in prime numbers during the past three decades since the intro...
From the time of the Greeks, primality testing and factoring have fascinated mathematicians, and fo...
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 ...
The Fundamental Theorem of Arithmetic states that every composite integer can be written as a unique...
In August of 2002, three Indian computer scientists, Manindra Agrawal, Neeraj Kayal arid Nitin Saxen...
Abstract. This paper presents an algorithm that, given a prime n, finds and verifies a proof of the ...
In 2002, Agrawal, Kayal and Saxena, published an article presenting a deterministic, unconditional a...
This thesis studies the Solovay-Strassen test for primality of an integer n, which is based on the J...
In 2002, Agrawal, Kayal and Saxena, published an article presenting a deterministic, unconditional a...
There has been an increasing interest in prime numbers during the past three decades since the intro...
From the time of the Greeks, primality testing and factoring have fascinated mathematicians, and fo...
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...