Короткий опис(реферат):
G. B. Belyavskaya and G. L. Mullen showed the existence of a comple ment for a k-tuple of orthogonal n-ary operations, where k < n, to an n-tuple of
orthogonal n-ary operations. But they proposed no method for complementing.
In this article, we give an algorithm for complementing a k-tuple of orthogonal
n-ary operations to an n-tuple of orthogonal n-ary operations and an algorithm
for complementing a k-tuple of orthogonal k-ary operations to an n-tuple of
orthogonal n-ary operations. Also we find some estimations of the number of
complements.
