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The Boolean Differential Calculus (BDC) significantly enhances Boolean Algebra by allowing the evaluation of changes in function values, applicable to both individual pairs and entire subspaces. Its efficient implementation in software supports a broad range of applications, particularly in analyzing, synthesizing, and testing digital circuits. Boolean Differential Equations (BDEs), which incorporate BDC elements, extend the concept of Boolean equations by allowing solutions as sets of Boolean functions, thus broadening their application potential across various fields.
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Boolean Differential Equations, Christian Posthoff, Bernd Steinbach
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- 2013
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