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Novel techniques for the power efficient synthesis of sum-ofproduct computations are presented. Simple and efficient heuristics for scheduling and assignment are described. Different partly static cost functions are proposed to drive the synthesis tasks. The proposed cost functions target the power consumption either in the buses connecting the functional units with the storage elements or inside the functional units. The partly static nature of the proposed cost functions reduces the time of the synthesis procedure. Experimental results from different relevant digital signal processing algorithmic kemels prove that the proposed synthesis techniques lead to significant power savings.

Our aim is the development of a novel probabilistic method to estimate the power consumption of a combinational circuit under real gate delay model handling temporal, structural and input pattern dependencies. The chosen gate delay model allows handling both the functional and spurious transitions. It is proved that the switching activity evaluation problem assuming real gate delay model is reduced to the zero delay switching activity evaluation problem at specific time instances. A modified Boolean function, which describes the logic behavior of a signal at any time instance, including time parameter is introduced. Moreover, a mathematical model based on Markov stochastic processes, which describes the temporal and spatial correlation in terms of the associated zero delay based parameters is presented. Based on the mathematical model and considering the modified Boolean function, a new algorithm to evaluate the switching activity at specific time instances using Ordering Binary Decision Diagrams (OBBDs) is also presented. Comparative study of benchmark circuits demonstrates the accuracy and efficiency of the proposed method.

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