This law corresponds with the double negation in the classic logic...a double negated statement is equivalent to the non-negated statement...
The double negation law reads...
$$\neg(\neg A) = A$$
![]() Logical diagram double negation law. |
![]() Logic circuit double negation law. (Enlarge) |
Comparison Arithmetic - Boolean algebra The double negation law also applies to arithmetics... $$-(-x) = x$$ |