combinatorial analysis

noun

, Mathematics.

1. the branch of mathematics that deals with permutations and combinations, especially used in statistics and probability.

combinatorial analysis

noun

1. the branch of mathematics concerned with the theory of enumeration, or combinations and permutations, in order to solve problems about the possibility of constructing arrangements of objects which satisfy specified conditions Also calledcombinatoricsˌkɒmbɪnəˈtɔːrɪks

Word History and Origins

Origin of combinatorial analysis¹

First recorded in 1810–20

Example Sentences

The enumeration of all possible cases is thus reduced to a simple question in combinatorial analysis, and the actual study of any particular case is much facilitated by a useful rule of Klein’s for writing down in a simple form two quadratics belonging to a given class—one of which, of course, represents the equation connecting line coordinates, and the other the equation of the complex.

From Project Gutenberg

For more advanced treatment of linear indeterminate equations see Combinatorial Analysis.

From Project Gutenberg

Professor James Waddell Alexander will lecture on combinatorial analysis situs, hold seminars on the applications of algebra and group theory to topology.

From Time Magazine Archive

The Combinatorial Analysis, as it was understood up to the end of the 18th century, was of limited scope and restricted application.

From Project Gutenberg

Interest in England was aroused, in the first instance, by Augustus De Morgan in 1846, who, in a letter to Henry Warburton, suggested that combinatorial analysis stood in great need of development, and alluded to the theory of partitions.

From Project Gutenberg