Ramsey test for conditionals

E381627

The Ramsey test for conditionals is a philosophical account of indicative conditionals that evaluates their truth by hypothetically adding the antecedent to one’s beliefs and then checking whether the consequent would be accepted.

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Label Occurrences
Ramsey test for conditionals canonical 1

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Statements (45)

Predicate Object
instanceOf epistemic account of conditionals ⓘ
philosophical theory of conditionals ⓘ
semantic test for indicative conditionals ⓘ
addresses the connection between conditionals and rational acceptance ⓘ
the meaning of "if … then …" statements ⓘ
aimsAt capturing ordinary speakers’ use of indicative conditionals ⓘ
appliesTo indicative conditionals ⓘ
characterization acceptance-based semantics for conditionals ⓘ
non-truth-functional account of conditionals ⓘ
compatibleWith probabilistic interpretations of belief ⓘ
concerns how rational agents should evaluate conditionals ⓘ
contrastedWith material conditional analysis ⓘ
strict conditional analysis ⓘ
coreIdea after adding the antecedent, check whether the consequent would be accepted ⓘ
evaluate a conditional by hypothetically adding its antecedent to one’s beliefs ⓘ
criticizedFor difficulties with nested and counterfactual conditionals ⓘ
tension with certain logical principles for conditionals ⓘ
epistemicStatus links acceptance of conditionals to rational belief revision ⓘ
field formal epistemology ⓘ
logic ⓘ
philosophy of language ⓘ
focusesOn acceptability rather than objective truth conditions ⓘ
hasFormulation "If A, then B" is acceptable iff, on hypothetically adding A to one’s beliefs and adjusting minimally, one would accept B" ⓘ
historicalSource Frank P. Ramsey’s 1929 essay "General Propositions and Causality" ⓘ
influenced AGM belief revision theory ⓘ
later theories of indicative conditionals ⓘ
inspired Adams-style probabilistic accounts of conditionals ⓘ
suppositional theories of conditionals ⓘ
involves acceptance of the consequent ⓘ
hypothetical belief revision ⓘ
supposition of the antecedent ⓘ
logicalRole connects conditionals to rules of inference and acceptance ⓘ
method suppose the antecedent minimally and revise beliefs coherently ⓘ
then determine whether the consequent would be accepted in the revised belief state ⓘ
namedAfter Frank P. Ramsey ⓘ
linked to: F. P. Ramsey
relatedConcept Stalnaker semantics ⓘ
belief revision ⓘ
conditional semantics ⓘ
epistemic conditionals ⓘ
possible worlds semantics ⓘ
suppositional reasoning ⓘ
truthCondition a conditional is acceptable if, upon supposing the antecedent, one would accept the consequent ⓘ
usedBy formal epistemologists ⓘ
logicians ⓘ
philosophers of language ⓘ

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Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

F. P. Ramsey → notableIdea → Ramsey test for conditionals ⓘ