### Some articles on *pseudorandom*:

**Pseudorandom**Generators For Polynomials

... In theoretical computer science, a

**pseudorandom**generator for low-degree polynomials is an efficient procedure that maps a short truly random seed to a longer

**pseudorandom**string in such a way that ... That is, evaluating any low-degree polynomial at a point determined by the

**pseudorandom**string is statistically close to evaluating the same polynomial at a point that is chosen uniformly at random ...

**Pseudorandom**generators for low-degree polynomials are a particular instance of

**pseudorandom**generators for statistical tests, where the statistical tests ...

**Pseudorandom**Encoder

... A

**pseudorandom**encoder is an electro-mechanical device used for measuring distance and finding position ... The disk of a

**pseudorandom**encoder has an evenly spaced notch design just as an incremental encoder to measure distance ... from reading from multiple parallel tracks while a

**pseudorandom**encoder uses one single track ...

**Pseudorandom**Generator Theorem

... complexity theory and cryptography, the existence of

**pseudorandom**generators is related to the existence of one-way functions through a number of theorems, collectively ...

**Pseudorandom**Generator Theorem - Existence of

**Pseudorandom**Generators

... The existence of

**pseudorandom**generators is related to the existence of one-way functions and hard-core predicates ... Formally,

**pseudorandom**generators exist if and only if one-way functions exist, or ...

**Pseudorandom**Generator Theorem - Introduction -

**Pseudorandom**Generators

... A function Gl {0,1}l → {0,1}m, where l < m is a

**pseudorandom**generator if Gl can be computed in time polynomial in l Gl(x) is

**pseudorandom**, when x is uniformly random ...

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