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Graeco-Latin Squares


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Filename graecolatinsquares.zip (Download)
Title Graeco-Latin Squares
Description A latin square of order n is an nxn-matrix of n different symbols (e.g. numbers, letters or colors) in which each symbol occurs exactly once in each row and each column. Let S and T be two sets of n symbols each. A graeco-latin square of order n over S and T then is a matrix M of ordered pairs (s,t) in SxT, in which each pair occurs exactly once and which decomposes into two latin squares if s and t are considered separately. For n=2 and n=6, no graeco-latin squares exist. The program displays graeco-latin squares up to order 10.
Author Rolf Puetter (r-puetter@t-online.de)
Category TI-Nspire Lua Math Programs
File Size 6,620 bytes
File Date and Time Mon Nov 16 23:08:21 2015
Documentation Included? Yes
Source Code Included? No



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Archive Contents
Name Size
Graeco-Latin squares.tns   5654
Graeco-Latin Squares.txt   1583

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