The functional decomposition is recognized as very efficient synthesis method of digital circuits. Logic circuits have usually many outputs. Independent synthesis of each output is inefficient. There are several methods that allow decomposing multiple-output function. One of them is decomposition based on blanket calculus. However this method requires the multiple-output function to be represented as single truth table. This limits in the great degree the synthesis strategies that can be used. In this paper new method o functional decomposition based on blanket calculus is presented. This method allows the multiple-output function to be represented as a set of separate truth tables for each output. This allows the designer to apply a much wider range of synthesis strategies.
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