Function gf2^32mult finds product of two elements, a and b, of a field GF(232)=GF(4,294,967,296).
The output, c=ab, is
written onto the last 32 bits. Inputs a and b must remain unchanged.
| Primitive polynomial | Picture | Machine-readable version | Model | Garbage | Gate count | Quantum cost | Author(s) | Date |
| x32+x7+x5+x3+x+1 | N/A (too large) | here | CNT | 64 | 1148 | 5244 | D. Cheung, D. Maslov, J. Mathew, and D. K. Pradhan | July, 2010 |