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Threshold Logic Realization of Discrete Functions Through Heterogeneous Decision Diagrams
Milena Stankovic, Suzana Stojkovic and Claudio Moraga

The paper presents a method for threshold logic realization of discrete functions through decision diagrams. A given function f is realized by a threshold logic network derived by replacing non-terminal nodes of a decision diagram for f by suitably determined threshold logic gates. Further, we show that the complexity of this realization can be reduced by converting the initial decision diagram for f into a Heterogeneous decision diagram whose non-terminal nodes are replaced by the corresponding threshold elements.

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