June 2009
Intermediate to advanced
288 pages
5h 59m
English
This chapter introduces the concept of permutation and a taxonomy for a class of algorithms, called rearrangements, that permute the elements of a range to satisfy a given postcondition. We provide iterative algorithms of reverse for bidirectional and random-access iterators, and a divide-and-conquer algorithm for reverse on forward iterators. We show how to transform divide-and-conquer algorithms to make them run faster when extra memory is available. We describe three rotation algorithms corresponding to different iterator concepts, where rotation is the interchange of two adjacent ranges of not necessarily equal size. We conclude with a discussion of how to package algorithms for compile-time selection based on their ...