On a class of discrete functions

  • Dimiter Stoičkov Kovačev


We consider classes of functions which depend in a certain way on their variables. The relation between the number of H-functions of n variables of the k-valued logic and the number of n-dimensional Latin hypercubes of order k is found. We have shown how from an arbitrary Latin hypercube we can "construct" (present in table form) an H-function and vice versa - how every H-function can be represented as a Latin hypercube. We extend the concepts of H-function and Latin hypercube.


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How to Cite
Kovačev, D. S. (2006). On a class of discrete functions. Acta Cybernetica, 17(3), 513-519. Retrieved from https://cyber.bibl.u-szeged.hu/index.php/actcybern/article/view/3680
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