A Characteristic Set Method for Solving Boolean Equations
A Characteristic Set Method for Solving Boolean Equations
A Characteristic Set Method for Solving Boolean Equations
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Background CS <strong>Method</strong> Implementation Experiment Conclusion<br />
Disjoint Monic Zero Decomposition Theorem<br />
Theorem (DMZDT)<br />
We can find monic chains Aj, j = 1, . . . , s such that<br />
Zero(P) = ∪ s i=1 Zero(Ai)<br />
and Zero(Ai) ∩ Zero(Aj) = ∅ <strong>for</strong> i = j.<br />
As a consequence,<br />
|Zero(P)| =<br />
s<br />
2 dim(Ai )<br />
.<br />
i=1
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