Radix Sort - Most Significant Digit Radix Sorts

Most Significant Digit Radix Sorts

A most significant digit (MSD) radix sort can be used to sort keys in lexicographic order. Unlike a least significant digit (LSD) radix sort, a most significant digit radix sort does not necessarily preserve the original order of duplicate keys. A MSD radix sort starts processing the keys from the most significant digit, leftmost digit, to the least significant digit, rightmost digit. This sequence is opposite that of least significant digit (LSD) radix sorts. An MSD radix sort stops rearranging the position of a key when the processing reaches a unique prefix of the key. Some MSD radix sorts use one level of buckets in which to group the keys. See the counting sort and pigeonhole sort articles. Other MSD radix sorts use multiple levels of buckets, which form a trie or a path in a trie. A postman's sort / postal sort is a kind of MSD radix sort.

Read more about this topic:  Radix Sort

Famous quotes containing the words significant, digit and/or sorts:

    For if the proper study of mankind is man, it is evidently more sensible to occupy yourself with the coherent, substantial and significant creatures of fiction than with the irrational and shadowy figures of real life.
    W. Somerset Maugham (1874–1965)

    Bless my soul, Sir, will you Britons not credit that an American can be a gentleman, & have read the Waverly Novels, tho every digit may have been in the tar-bucket?
    Herman Melville (1819–1891)

    Man never legislates, but destinies and accidents, happening in all sorts of ways, legislate in all sorts of ways.
    Plato (c. 427–347 B.C.)