| 摘要 |
The invented method addresses two important issues concerning don't cares in formal system or circuit synthesis verification. First, it is shown how to represent explicit don't cares in linear space in a flattened hierarchy. Many circuits need this information for verification, but the classical calculation can be exponential. Second, three interpretations of verification on incompletely specified circuits are explored and it is shown how the invented method makes it easy to test each interpretation. The invented method involves transforming each cell within an original circuit that implements an incompletely specified function into set of plural cells that implement the upper and lower bound of the interval of the function. The method thus constructs networks for the endpoints of the intervals and, rather than constructing traditional miters, connects the outputs of the interval circuits with the logic appropriate for the property, e.g. equality or consistency, that is to be verified. The invented apparatus includes operatively coupled processors, e.g. hardware, software or firmware processors, that cooperate to implement the invented method.
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