Symmetric Latin Squares

ical form of a switching fuinction to its that there exist no orthogonal pairs of SLS's Fo 1 237 unique expression as a polynomial over the of any order. -T1-,3 0 1 2 reals in the partial products of its argument Let S(t) he a SLS of order t, and J(t) he TM ..t. -23 0 1 variables [5]. The hasis functions are identhe t X t matrix of all ones. Then there… CONTINUE READING