Spectral Logic and Its Applications for the Design of Digital Devices

LIST OF FIGURES

P.0.1	Relations Among the Chapters.
1.2.1	Step Function Φ(z) for the System in Example 1.2.2.
1.4.1	BDT for m = 3.
1.4.2	BDT for the Function f in Example 1.4.2.
1.4.3	BDD Reduction Rules.
1.4.4	BDD for f in Example 1.4.2.
1.4.5	MTBDD of f in Example 1.4.4.
1.4.6	SBDD of f in Example 1.4.4.
1.4.7	MDT for p = 3, m = 2.
1.5.1	Waveforms of Basis Functions in the Complete DisjunctiveNormal Form.
1.5.2	Reed–Muller Matrix for m = 3.
1.5.3	Waveforms of Reed–Muller Functions for m = 3.
1.6.1	Reed–Muller Matrix for m = 3 and the Polarity Vector H = (010).
1.8.1	Spectral Implementations of Logic Circuits.
1.8.2	Two-Level Implementation of Switching Function in Example 1.8.1.
1.8.3	Two-Level Implementation of f in Example 1.8.1 Though Reed-Muller Coefficients.
1.8.4	Simplified Two-Level Implementation of f in Example 1.8.1.
1.8.5	Simplified Two-Level Implementation of f in Example 1.8.1Through Reed-Muller Coefficients.
2.3.1	Walsh Functions Corresponding to Definition 2.3.1 for m = 3.
2.3.2	Walsh Functions Corresponding to Definition 2.3.2 for m = 3.
2.3.3	Rademacher Functions for m = 3.
2.3.4	Generator of Walsh Functions of Order Four.
2.3.5	Generator of Walsh Functions of Order Four with Parity Function Implemented as a Tree of EXOR Circuits.
2.3.6	Generation of Walsh Function with the Fixed Index w = (1001).
2.3.7	Generation of Walsh Function with Fixed Index w = (1101) = 13.
2.3.8	Generation of Walsh Function with Fixed ...