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This paper shows a realization of incompletely specified index generation functions in the form f(X1,X2) = g(h(X1)+X2), where + denotes an integer addition. A decomposition algorithm is shown. Experimental results show that most of n = 2q-3 variable functions where k = 2q -1 combinations are specified can be realized by a pair of q-input q-output LUTs. The computation time is O(k). Experimental results using address tables, lists of English words, and randomly generated functions are shown.
Date of Conference: 12-16 March 2012