From: Design of a reversible single precision floating point subtractor
SI.No | Gate | Block diagram | Function |
---|---|---|---|
1. | Feynman |
| P = A |
Q = A ⊕ B | |||
2. | Toffoli |
| P = A |
Q = B | |||
R = AB ⊕ C | |||
3. | URG |
| P = (A + B) ⊕ C |
Q = B | |||
R = AB ⊕ C | |||
4. | TR |
| P = A |
Q = A ⊕ B | |||
R = AB′ ⊕ C | |||
5. | BJN |
| P = A |
Q = B | |||
R = (A + B) ⊕ C | |||
6. | Fredkin |
| P = A |
Q = A’B + AC | |||
R = AB + A’C | |||
7. | Peres |
| P = A |
Q = A ⊕ B | |||
R = AB ⊕ C | |||
8. | M |
| P = A |
Q = (A ⊕ B)′ | |||
R = AB′ ⊕ C | |||
9. | L |
| P = A |
Q = B | |||
R = (A + B)′ ⊕ C |