Through techniques like polynomial reduction, Zero-suppressed Binary Decision Diagrams (ZDDs) and Groebner basis computations, researchers can formally guarantee that a circuit's implementation is ...

As the names suggest, they add or subtract two binary numbers. These are the most complex biological circuits ever created, and could form the building blocks of more advanced computational circuits.

Formal verification of arithmetic circuits is a rigorous approach that employs mathematical ... solving. Through techniques like polynomial reduction, Zero-suppressed Binary Decision Diagrams ...