[parislinguists] conférence Jeff Lidz
leanash
leanash at WANADOO.FR
Mon Mar 15 20:47:56 UTC 2004
L'équipe 'Axe Minimaliste'
de l'UMR 7023 'STRUCTURES FORMELLES DU LANGAGE'
a le plaisir d'annoncer la prochaine séance de son séminaire:
Jeffrey Lidz
(Northwestern University)
Complex predicates and the role of function composition in licensing
objects
Date : lundi 29 mars 2004
Lieu : locaux de l'UMR 7023, 15 rue Catulienne, 93 Saint-Denis - salle
205
Heure : 11h-13h
Métro : 'Basilique de Saint-Denis'
RER : 'Saint-Denis'
Abstract
This talk addresses two puzzles concerning the distribution of Kannada
reflexives. First, in Kannada ECM constructions, as in transitives,
verbal reflexive marking (VRM) occurs when the subject binds an
anaphor that is a syntactic coargument.
(1) hari tann-annu puNyavantanendu nambi-koLL-utt-aane
Hari self-ACC wealthy believe-VRM-NPST-3SM
'Hari believes himself to be wealthy.'
However, this marking is obligatorily absent in reflexive resultatives
(suggesting minimally that resultatives have a structure distinct from
ECM).
(2) hari tann-annu chappateyaagi taTTi-(*koND)-a
Hari self-ACC flat hammer-(*VRM.PST)-3SM
'Hari hammered himself flat.'
Second, whereas ditransitives can occur with optional benefactive
marking (BEN) on the verb (3), if the dative argument is a locally
bound anaphor, the verbal reflexive (VRM) must occur and the
benefactive cannot (4).
(3) a. Hari Rashmi-ge pustaka-vannu kalis-id-a
Hari Rashmi-DAT book-ACC send-PST-3SM
‘Hari sent a book to Rashmi.’
b. Hari Rashmi-ge pustaka-vannu kalisi-koTT-a
Hari Rashmi-DAT book-ACC send-BEN.PST-3SM
‘Hari sent a book to Rashmi.’
(4) a. Hari tann-age pustaka-vannu kalisi-koND-a
Hari self-DAT book-ACC send-VRM.PST-3SM
‘Hari sent a book to himself.’
b. * Hari tann-age pustaka-vannu kalisi-(koNDu)-koTT-a
Hari self-DAT book-ACC send-(VRM)-BEN.PST-3SM
I argue that these facts follow from a novel theory of locality based
on the semantic types of the syntactic phrases that intervene between a
DP and its case licensor (Lidz and Williams 2002, 2004). The intuition
behind this notion is that two nodes X and Y are in a local relation if
X is an argument of Y. In turn, if every node that intervenes between X
and Y is a function over its sister, then those nodes can undergo
function composition, making X an argument of the novel complex
function including Y. In addition to solving the empirical puzzles (in
a way to be made precise in the talk), this theory of locality is both
natural and explanatory in that it aligns complex structural relations
with the basic semantic relation of function to argument.
*****
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