Category:Arbitrary precision algorithms

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This category contains articles pertaining to algorithms that are used in arbitrary precision arithmetic. This includes algorithms for multiplication and division, as well as algorithms for the efficient evaluation of mathematical constants and special functions to high precision.

See also Category:Number theoretic algorithms for arbitrary-precision integer and cryptography algorithms.

Subcategories

There is one subcategory to this category shown below (more may be shown on subsequent pages).

P

• Pi algorithms

Pages in category "Arbitrary precision algorithms"

There are 13 pages in this section of this category.

A Addition-chain exponentiation Arbitrary-precision arithmetic B Binary splitting C Computational complexity of mathematical operations

D Double dabble E Exponentiation by squaring G GNU Multi-Precision Library K Karatsuba algorithm M Multiplication algorithm

P PARI/GP S Schönhage-Strassen algorithm Spouge's approximation T Toom-Cook multiplication

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Categories: Numerical analysis | Algorithms | Computer arithmetic

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• This page was last modified 07:13, 7 October 2006 by Wikipedia user Thenickdude. Based on work by Wikipedia user(s) Linas.
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