Subiono : Tugas Sebagai Pembicara Makalah Dalam Rangka Kegiatan Seminar Internasional (ICMSA) di Bali 19-21 Nopember 2012 A Study Permutation Theory And Its Application to Enumeration of Latin Square-X

Dr. Subiono M.Sc.

Year

2012

Published in

Seminar Internasional (ICMSA) di Bali 19-21 Nopember 2012

Authors

External link

Type

Seminar Internasional

Keywords

Latin square; Enumeration; Latin square-x; Permutation


Abstract

A Latin square of order n is an array or matrix of size n n where in each row and column contains n different numbers or symbols. Enumeration of Latin square is not easy problem even using a computer. Until now, the exact number of Latin square is known only for 1 = n = 11. The basic in Latin square is permuted n numbers. By considering the characteristic of permutation that appears in Latin square-x, in this paper we will discuss about theory of permutation about Latin square and then applying its to enumeration of Latin square-x.