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Title: Drew Khlentzos
'Free Choice' and other puzzling inferences"

The 'Paradox of Free Choice' pits intuitive reasoning against (standard) logical reasoning: the salient interpretation of a modal disjunction such as 'You can have ice-cream or yoghurt' is that you can have ice-cream and you can have yoghurt. But standard logic blocks any such inference. Moreover, inserting a special Free Choice Permission rule, FCP, in a standard logical setting leads to inconsistency: from the premise that you may have yoghurt, P(Y), by (modal) Addition we infer: P(Y v I); whence by FCP infer P(Y) & P(I) from which P(I) follows. But then anything is permissible if something is. This is the 'Paradox' of Free Choice. What appears a mere curio turns out to have surprisingly deep roots — resolving the Paradox requires rethinking the role of disjunction in natural languages as well as its connection with other connectives.
When: Thu 13 Apr 2017 15:00 – 16:30 Eastern Time - Melbourne, Sydney
Calendar: Current Projects
Who:
    * Kristie Miller- creator

Event details: https://www.google.com/calendar/event?action=VIEW&eid=XzZkMTNhY2k2OG9wNDZiYTM2MTFqOGI5azY0cTM2YjlvNmgxM2NiOWo4aDJqMmdpMjg0cTMyZHBwNnMgZmV2MWxkcjRsa2h2MDM2b2U0aW4yanR0ZGdAZw

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