List questions from primality-test

Published on 20 Jan 2012 - 10:11

825

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Finding the first number larger than N that is a relative prime to M

Published on 01 Feb 2012 - 12:58

641

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Chebyshev Polynomials and Primality Testing

Published on 14 Feb 2012 - 9:05

2.5k

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On proof of AKS primality test algorithm

Published on 13 Mar 2012 - 4:52

1.1k

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Check for prime

Published on 02 May 2012 - 5:39

140

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Primality test for specific class of $3\cdot 2^n+1$

Published on 05 May 2012 - 9:41

171

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Primality test of quadratic polynomials

Published on 30 May 2012 - 9:50

278

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On Lucas' Theorem over composite

Published on 06 Jun 2012 - 21:20

486

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implementing Lucas Primality Test

Published on 26 Jun 2012 - 3:22

9k

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Prime number generator, how to make

Published on 30 Jun 2012 - 2:28

35

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Prove that there are at least 50% of numbers $b$ which satisfy ${b_0}^{n-1} \not \equiv {1} \mod{n}$ if one such $b_0$ exists .

Published on 25 Jul 2012 - 9:01

197

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P[random x is composite | $2^{x-1}$ mod $x = 1$ ]?

Published on 26 Jul 2012 - 9:38

284

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Can all primes be written as a Mersenne prime?

Published on 01 Sep 2012 - 14:08

371

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Use Lucas' test with $a=7$ and prove $71$ is prime

Published on 20 Sep 2012 - 5:52

315

Views

Explain why 67 is prime based on the fact that order of 2 mod 67 is 66

Published on 25 Sep 2012 - 3:53

List Question

Can this primality test be optimized to runs in polynomial time?

Finding the first number larger than N that is a relative prime to M

Chebyshev Polynomials and Primality Testing

On proof of AKS primality test algorithm

Check for prime

Primality test for specific class of $3\cdot 2^n+1$

Primality test of quadratic polynomials

On Lucas' Theorem over composite

implementing Lucas Primality Test

Prime number generator, how to make

Prove that there are at least 50% of numbers $b$ which satisfy ${b_0}^{n-1} \not \equiv {1} \mod{n}$ if one such $b_0$ exists .

P[random x is composite | $2^{x-1}$ mod $x = 1$ ]?

Can all primes be written as a Mersenne prime?

Use Lucas' test with $a=7$ and prove $71$ is prime

Explain why 67 is prime based on the fact that order of 2 mod 67 is 66

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