Update of /cvsroot/boost/boost/libs/numeric/interval/doc
In directory
sc8-pr-cvs3.sourceforge.net:/tmp/cvs-serv8424/libs/numeric/interval/doc
Modified Files:
interval.htm
Log Message:
Change name in order to follow common practice.
Index: interval.htm
===================================================================
RCS file: /cvsroot/boost/boost/libs/numeric/interval/doc/interval.htm,v
retrieving revision 1.16
retrieving revision 1.17
diff -u -d -r1.16 -r1.17
--- interval.htm 25 Dec 2006 11:27:29 -0000 1.16
+++ interval.htm 6 Jun 2007 08:55:17 -0000 1.17
@@ -300,12 +300,12 @@
template <class T, class Policies> interval<T, Policies>
operator/(const interval<T, Policies>& x, const T& y);
template <class T, class Policies> interval<T, Policies>
operator/(const T& r, const interval<T, Policies>& x);
-/* algebraic functions: sqrt, abs, square, pow, root */
+/* algebraic functions: sqrt, abs, square, pow, nth_root */
template <class T, class Policies> interval<T, Policies>
abs(const interval<T, Policies>& x);
template <class T, class Policies> interval<T, Policies>
sqrt(const interval<T, Policies>& x);
template <class T, class Policies> interval<T, Policies>
square(const interval<T, Policies>& x);
template <class T, class Policies> interval<T, Policies>
pow(const interval<T, Policies>& x, int y);
-template <class T, class Policies> interval<T, Policies>
root(const interval<T, Policies>& x, int y);
+template <class T, class Policies> interval<T, Policies>
nth_root(const interval<T, Policies>& x, int y);
/* transcendental functions: exp, log */
template <class T, class Policies> interval<T, Policies>
exp(const interval<T, Policies>& x);
@@ -530,7 +530,7 @@
numbers.</p>
<h4><code>min</code> <code>max</code> <code>abs</code> <code>square</code>
- <code>pow</code> <code>root</code> <code>division_part?</code>
+ <code>pow</code> <code>nth_root</code> <code>division_part?</code>
<code>multiplicative_inverse</code></h4>
<p>The functions <code>min</code>, <code>max</code> and <code>abs</code>
@@ -556,10 +556,10 @@
<p>As for <code>square</code>, <code>pow</code> provides an efficient and
more accurate way to compute the integer power of an interval. Please note:
when the power is 0 and the interval is not empty, the result is 1, even if
- the input interval contains 0. <code>root</code> computes the integer root
- of an interval (<code>root(pow(x,k),k)</code> encloses <code>x</code> or
+ the input interval contains 0. <code>nth_root</code> computes the integer
root
+ of an interval (<code>nth_root(pow(x,k),k)</code> encloses <code>x</code> or
<code>abs(x)</code> depending on whether <code>k</code> is odd or even).
- The behavior of <code>root</code> is not defined if the integer argument is
+ The behavior of <code>nth_root</code> is not defined if the integer argument
is
not positive. <code>multiplicative_inverse</code> computes
<code>1/x</code>.</p>
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