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Old 2015-09-08, 15:11   #1
Drdmitry
 
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Nov 2011

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Default How to find values of polynomials with nice factorization?

Given an irreducible polynomial P(x) with integer coefficients, is there any reasonable algorithm known, which constructs a random n such that P(n) is a product of two huge prime factors of relatively same size?
I know how to do that for quadratic polynomials. But what about higher degrees?
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