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UID:/NewsandEvents/Archives/2020/newsitem/12074/18
 -December-2020-DIP-Colloquium-Wataru-Uegaki
DTSTAMP:20201215T144732
SUMMARY:DIP Colloquium, Wataru Uegaki
ATTENDEE;ROLE=Speaker:Wataru Uegaki
DTSTART;TZID=Europe/Amsterdam:20201218T160000
DTEND;TZID=Europe/Amsterdam:20201218T173000
LOCATION:Online, via Zoom
DESCRIPTION:Abstract:  In this talk, I argue that 
 the model of semantic universals and variation in 
 terms of complexity/informativeness trade-off (Kem
 p & Regier, 2012; Regier et al., 2015; Kemp et al.
 , 2018) is applicable to the domain of Boolean con
 nectives. In particular, I propose that the model 
 explains the cross-linguistic absence of the conne
 ctive NAND, once we incorporate the theoretical in
 sights from Horn (1972) (cf. also Katzir and Singh
 , 2013). The lack of NAND follows if languages opt
 imise the trade-off between (a) simplicity of the 
 lexicon mea- sured by the number of propositional 
 logic symbols necessary to express the meaning of 
 the connectives and (b) informativeness of the lex
 icon measured by how much it facilitates accurate 
 transfer of information, given scalar implicature.
  This model is essentially a reformulation of the 
 explanations proposed by Horn (1972) and Katzir an
 d Singh (2013), but has advantages over them in tw
 o respects: it rules out several unattested invent
 ories that are not ruled out by Horn/K&S and it ca
 n be generalised to possible languages consisting 
 of connectives among all 16 boolean connectives, n
 ot just the four ‘corners’ of the square of opposi
 tion, i.e., AND, OR, NOR, and NAND.
X-ALT-DESC;FMTTYPE=text/html:\n  <p>Abstract:<br>\
 n  In this talk, I argue that the model of semanti
 c universals and variation in terms of complexity/
 informativeness trade-off (Kemp &amp; Regier, 2012
 ; Regier et al., 2015; Kemp et al., 2018) is appli
 cable to the domain of Boolean connectives. In par
 ticular, I propose that the model explains the cro
 ss-linguistic absence of the connective NAND, once
  we incorporate the theoretical insights from Horn
  (1972) (cf. also Katzir and Singh, 2013). The lac
 k of NAND follows if languages optimise the trade-
 off between (a) simplicity of the lexicon mea- sur
 ed by the number of propositional logic symbols ne
 cessary to express the meaning of the connectives 
 and (b) informativeness of the lexicon measured by
  how much it facilitates accurate transfer of info
 rmation, given scalar implicature. This model is e
 ssentially a reformulation of the explanations pro
 posed by Horn (1972) and Katzir and Singh (2013), 
 but has advantages over them in two respects: it r
 ules out several unattested inventories that are n
 ot ruled out by Horn/K&amp;S and it can be general
 ised to possible languages consisting of connectiv
 es among all 16 boolean connectives, not just the 
 four ‘corners’ of the square of opposition, i.e., 
 AND, OR, NOR, and NAND.</p>\n
URL:http://projects.illc.uva.nl/LoLa/DIP-Colloquiu
 m/event/35161/Wataru-Uegaki-Complexity-informative
 ness-trade-off-in-the-domain-of-Boolean-connective
 s
CONTACT:Dean McHugh at d.m.mchugh at uva.nl
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