PSL rules. (S: statement, C: claim).
Rules . | ||
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Factual Consist. | R1 | FactEntail(S, C) → Support(S, C) |
R2 | FactContradict(S, C) → Attack(S, C) | |
R3 | FactConflict(S, C) → Attack(S, C) | |
Senti Cohe. | R4 | SentiConflict(S, C) → Attack(S, C) |
R5 | SentiCoherent(S, C) → Support(S, C) | |
CAUSE-TO-EFFECT REASONING | ||
Causal Relation | R6 | Cause(S, C) → Support(S, C) |
R7 | Obstruct(S, C) → Attack(S, C) | |
EFFECT-TO-CAUSE REASONING | ||
R8 | Cause(S, C) → Support(S, C) | |
R9 | Obstruct(S, C) → Attack(S, C) | |
ARGUMENT FROM CONSEQUENCES | ||
Normative Relation | R10 | BackingConseq(S, C) → Support(S, C) |
R11 | RefutingConseq(S, C) → Attack(S, C) | |
PRACTICAL REASONING | ||
R12 | BackingNorm(S, C) → Support(S, C) | |
R13 | RefutingNorm(S, C) → Attack(S, C) | |
Relation Chain | R14 | Support(S, I) ∧ Support(I, C) → Support(S, C) |
R15 | Attack(S, I) ∧ Attack(I, C) → Support(S, C) | |
R16 | Support(S, I) ∧ Attack(I, C) → Attack(S, C) | |
R17 | Attack(S, I) ∧ Support(I, C) → Attack(S, C) | |
Constraints | C1 | Neutral(S,C) = 1 |
C2 | Support(S,C)+Attack(S,C)+Neutral(S,C) = 1 |
Rules . | ||
---|---|---|
Factual Consist. | R1 | FactEntail(S, C) → Support(S, C) |
R2 | FactContradict(S, C) → Attack(S, C) | |
R3 | FactConflict(S, C) → Attack(S, C) | |
Senti Cohe. | R4 | SentiConflict(S, C) → Attack(S, C) |
R5 | SentiCoherent(S, C) → Support(S, C) | |
CAUSE-TO-EFFECT REASONING | ||
Causal Relation | R6 | Cause(S, C) → Support(S, C) |
R7 | Obstruct(S, C) → Attack(S, C) | |
EFFECT-TO-CAUSE REASONING | ||
R8 | Cause(S, C) → Support(S, C) | |
R9 | Obstruct(S, C) → Attack(S, C) | |
ARGUMENT FROM CONSEQUENCES | ||
Normative Relation | R10 | BackingConseq(S, C) → Support(S, C) |
R11 | RefutingConseq(S, C) → Attack(S, C) | |
PRACTICAL REASONING | ||
R12 | BackingNorm(S, C) → Support(S, C) | |
R13 | RefutingNorm(S, C) → Attack(S, C) | |
Relation Chain | R14 | Support(S, I) ∧ Support(I, C) → Support(S, C) |
R15 | Attack(S, I) ∧ Attack(I, C) → Support(S, C) | |
R16 | Support(S, I) ∧ Attack(I, C) → Attack(S, C) | |
R17 | Attack(S, I) ∧ Support(I, C) → Attack(S, C) | |
Constraints | C1 | Neutral(S,C) = 1 |
C2 | Support(S,C)+Attack(S,C)+Neutral(S,C) = 1 |