A
B
A or B
A and B
A and notB = A-B
Band_A = B-A
Aand_BorBand_A = (A-B)or(B-A) = (AorB)and_(AandB)
U(nivers) = Aor_A
V(oid) = Aand_A
Interpret | |
A and notB | = A-B = complementare in A di B |
A and notB or B and notA =(A or B) and not(A and B) |
differenza simmetrica di A e B complementare in AorB di AandB |
es: B and notA = Band_A = B and _A
es: A and notB or B and notA = Aand_BorBand_A
= Aand_B or Band_A