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Merge pull request #38 from kariya-mitsuru/tristate_lexicographical_compare-doc

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[algorithm.tristate_lexicographical_compare] Fix document typo.
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Bolero MURAKAMI 2013-09-04 17:37:44 -07:00
commit 62502af3f8
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source/libs/algorithm/tristate_lexicographical_compare.rst
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@ -45,7 +45,7 @@ Returns
| Otherwise, a value greater than zero if the sequence of elements defined by the range [first1,last1) is lexicographically greater than the sequence of elements defined by the range [first2,last2). | Otherwise, a value greater than zero if the sequence of elements defined by the range [first1,last1) is lexicographically greater than the sequence of elements defined by the range [first2,last2).
| Otherwise, returns a zero value. | Otherwise, returns a zero value.
| If the delimiter version, last1 and last2 the following corresponding transformations: ``find_if(first1, last1, bind2nd(equiv(), delim1))`` and ``find_if(first2, last2, bind2nd(equiv(), delim1))``, ``find_if(first1, last1, bind2nd(equiv(comp), delim1))`` and ``find_if(first2, last2, bind2nd(equiv(comp), delim1))``. | If the delimiter version, last1 and last2 the following corresponding transformations: ``find_if(first1, last1, bind2nd(equiv(), delim1))`` and ``find_if(first2, last2, bind2nd(equiv(), delim2))``, ``find_if(first1, last1, bind2nd(equiv(comp), delim1))`` and ``find_if(first2, last2, bind2nd(equiv(comp), delim2))``.
Remarks Remarks
======================================== ========================================
@ -76,6 +76,7 @@ Complexity
======================================== ========================================
| At most ``2*min((last1 - first1), (last2 - first2)) + O(1)`` applications of the corresponding comparison. | At most ``2*min((last1 - first1), (last2 - first2)) + O(1)`` applications of the corresponding comparison.
| At most ``6*min((last1 - first1), (last2 - first2)) + O(1)`` applications of the corresponding comparison for delimiter version.
| Recursive function invocations in *O(logN)* (logarithmic) depth. | Recursive function invocations in *O(logN)* (logarithmic) depth.
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