A | |
| and_bnp [Bnp] | Conjunction. |
C | |
| cns [Bnp] | Consensus -- returns |
| conf [Bnp] | Conflation -- |
E | |
| eval_bnp [Bnp] | Evaluate formula. |
G | |
| gull [Bnp] | Gullibility -- equivalent to negation on |
I | |
| implic [Bnp] | Truth-preserving implication. |
| implic_bn [Bnp] | Belnap implication. |
| implic_cmi [Bnp] | Material implication. |
| implic_st [Bnp] | Strong implication -- equivalent to (X → Y) ∧ (¬Y → X) where → is
material implication ( |
N | |
| not_bnp [Bnp] | Classical negation, with ¬ |
O | |
| or_bnp [Bnp] | Disjunction. |