TY - JOUR
T1 - Assertions and Hypotheses: A Logical Framework for Their Opposition Relations
AU - Chiffi, Daniele
AU - Carrara, Massimiliano
AU - De Florio, Ciro
PY - 2016
Y1 - 2016
N2 - Following the speech act theory, we take hypotheses and assertions as linguistic acts with different illocutionary forces. We
assume that a hypothesis is justified if there is at least a scintilla of evidence for the truth of its propositional content, while
an assertion is justified when there is conclusive evidence that its propositional content is true. Here we extend the logical
treatment for assertions given by Dalla Pozza and Garola (1995, Erkenntnis, 43, 81–109) by outlining a pragmatic logic for
assertions and hypotheses. On the basis of this extension we analyse the standard logical opposition relations for assertions
and hypotheses. We formulate a pragmatic square of oppositions for assertions and a hexagon of oppositions for hypotheses.
Finally, we give a mixed hexagon of oppositions to point out the opposition relations for assertions and hypotheses
AB - Following the speech act theory, we take hypotheses and assertions as linguistic acts with different illocutionary forces. We
assume that a hypothesis is justified if there is at least a scintilla of evidence for the truth of its propositional content, while
an assertion is justified when there is conclusive evidence that its propositional content is true. Here we extend the logical
treatment for assertions given by Dalla Pozza and Garola (1995, Erkenntnis, 43, 81–109) by outlining a pragmatic logic for
assertions and hypotheses. On the basis of this extension we analyse the standard logical opposition relations for assertions
and hypotheses. We formulate a pragmatic square of oppositions for assertions and a hexagon of oppositions for hypotheses.
Finally, we give a mixed hexagon of oppositions to point out the opposition relations for assertions and hypotheses
KW - Logic for pragmatics
KW - Logic for pragmatics
UR - http://hdl.handle.net/10807/86491
U2 - 10.1093/jigpal/jzw036
DO - 10.1093/jigpal/jzw036
M3 - Article
SN - 1368-9894
SP - N/A-N/A
JO - Logic Journal of the IGPL
JF - Logic Journal of the IGPL
ER -