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Parallel sorting algorithm
x_{n-1}.} A bitonic sorter can only sort inputs that are bitonic. Bitonic sorters can be used to build a bitonic sort network that can sort arbitrary sequences
Bitonic_sorter
Divide and conquer sorting algorithm
of Batcher's Bitonic Mergesort at O((log n)2) time on a butterfly sorting network is in practice actually faster than his O(log n) sorts on a PRAM, and
Merge_sort
Non-comparative lexicographical sorting algorithm
parallel sorting algorithms available, for example optimal complexity O(log(n)) are those of the Three Hungarians and Richard Cole and Batcher's bitonic merge
Radix_sort
Algorithm that arranges lists in order
In computer science, a sorting algorithm is an algorithm that puts elements of a list into an order. The most frequently used orders are numerical order
Sorting_algorithm
Abstract devices built up of a fixed number of "wires"
switches. Since the 2000s, sorting nets (especially bitonic mergesort) are used by the GPGPU community for constructing sorting algorithms to run on graphics
Sorting_network
Sorting algorithm which uses multiple comparison intervals
comparison sorts, Pratt's version lends itself to sorting networks and has the same asymptotic gate complexity as Batcher's bitonic sorter. Gonnet and
Shellsort
American computer scientist (1935–2019)
Multistage Interconnection Networks, 1992 Batcher odd–even mergesort Bitonic sorter "Archived copy" (PDF). Archived from the original (PDF) on 2019-05-17
Ken_Batcher
elements, add it to the end of the sorted list Smoothsort Other Bitonic sorter Pancake sorting Spaghetti sort Topological sort Unknown class Samplesort Longest
List_of_algorithms
Algorithm that combines multiple sorted lists into one
algorithms are based on modifications of the merge part of either the bitonic sorter or odd-even mergesort. In 2018, Saitoh M. et al. introduced MMS for
Merge_algorithm
actual processors for such uses as sorting; cyclic shifting, as in a perfect shuffle network; and bitonic sorting. Interconnection network are used to
Multistage interconnection networks
Multistage_interconnection_networks
Construction of sorting networks
compare and sort elements (i+j) and (i+j+k) Non-recursive calculation of the partner node index is also possible. Bitonic sorter Pairwise sorting network
Batcher_odd–even_mergesort
Computational task of sorting whole numbers
use a form of merge sort to sort it; when two sequences are being merged to form a single longer sequence, the same bitonic sorting subroutine can be used
Integer_sorting
Polygon through a set of points
sequences that instead use an exponential number of steps. The shortest bitonic tour (the minimum-perimeter monotone polygon through the given points)
Polygonalization
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