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 ... |
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