Difference between revisions of "Template:AotD"
(it's back!) |
(more link) |
||
| Line 1: | Line 1: | ||
<blockquote style="display:table;background:#eeeeee;padding:10px;" class="toccolours"> | <blockquote style="display:table;background:#eeeeee;padding:10px;" class="toccolours"> | ||
===[[Euclidean algorithm]]=== | ===[[Euclidean algorithm]]=== | ||
| − | The '''Euclidean algorithm''' (also known as the '''Euclidean division algorithm''' or '''Euclid's algorithm''') is an algorithm that finds the [[greatest common divisor]] (GCD) of two elements of a [[Euclidean domain]], the most common of which is the [[nonnegative]] [[integer]]s <math>\mathbb{Z}{\geq 0}</math>, without [[factoring]] | + | The '''Euclidean algorithm''' (also known as the '''Euclidean division algorithm''' or '''Euclid's algorithm''') is an algorithm that finds the [[greatest common divisor]] (GCD) of two elements of a [[Euclidean domain]], the most common of which is the [[nonnegative]] [[integer]]s <math>\mathbb{Z}{\geq 0}</math>, without [[factoring]]... [[Euclidean algorithm|[more]]] |
</blockquote> | </blockquote> | ||
Revision as of 16:28, 21 January 2008
Euclidean algorithm
The Euclidean algorithm (also known as the Euclidean division algorithm or Euclid's algorithm) is an algorithm that finds the greatest common divisor (GCD) of two elements of a Euclidean domain, the most common of which is the nonnegative integers
, without factoring... [more]
, without 
