
This paper presents a general method for designing delay insensitive datapath circuits. Its emphasis is on the formal derivation of a circuit from its specification. We discuss the properties required in a code that is used to transmit data asynchronously, and we introduce such a code. We introduce a general method (in the form of a theorem) for distributing the evaluation of a function over a number of concurrent cells. This method requires that the code be "distributive." We apply the method to the familiar example of a ripple-carry adder, and we give a CMOS implementation of the adder.
ripple-carry adder, Switching theory, application of Boolean algebra; Boolean functions, asynchronous adders, 620, delay-insensitive datapath circuits
ripple-carry adder, Switching theory, application of Boolean algebra; Boolean functions, asynchronous adders, 620, delay-insensitive datapath circuits
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