Deterministic Extraction from Weak Random Sources / Najlacnejšie knihy
Deterministic Extraction from Weak Random Sources

Code: 02108395

Deterministic Extraction from Weak Random Sources

by Ariel Gabizon

A deterministic extractor is a function that extracts almost perfect random bits from a weak random source. In this research monograph the author constructs deterministic extractors for several types of sources. A basic theme in t ... more

102.93

RRP: 111.55 €

You save 8.62 €


In stock at our supplier
Shipping in 10 - 13 days
Add to wishlist

You might also like

Give this book as a present today
  1. Order book and choose Gift Order.
  2. We will send you book gift voucher at once. You can give it out to anyone.
  3. Book will be send to donee, nothing more to care about.

Book gift voucher sampleRead more

More about Deterministic Extraction from Weak Random Sources

You get 249 loyalty points

Book synopsis

A deterministic extractor is a function that extracts almost perfect random bits from a weak random source. In this research monograph the author constructs deterministic extractors for several types of sources. A basic theme in this work is a methodology of recycling randomness which enables increasing the output length of deterministic extractors to near optimal length.§The author's main work examines deterministic extractors for bit-fixing sources, deterministic extractors for affine sources and polynomial sources over large fields, and increasing the output length of zero-error dispersers.§This work will be of interest to researchers and graduate students in combinatorics and theoretical computer science.

Book details

Book category Books in English Mathematics & science Mathematics Geometry

102.93

Trending among others



Collection points Bratislava a 12619 dalších

Copyright ©2008-26 najlacnejsie-knihy.sk All rights reservedPrivacyCookies


Account: Log in
Všetky knihy sveta na jednom mieste. Navyše za skvelé ceny.

Shopping cart ( Empty )

For free shipping
shop for 59,99 € and more

You are here: