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ORCID9. LACL 2016: Nancy, France
- Maxime Amblard, Philippe de Groote, Sylvain Pogodalla, Christian Retoré:
Logical Aspects of Computational Linguistics. Celebrating 20 Years of LACL (1996-2016) - 9th International Conference, LACL 2016, Nancy, France, December 5-7, 2016, Proceedings. Lecture Notes in Computer Science 10054, 2016, ISBN 978-3-662-53825-8 - Nicholas Asher, Soumya Paul:
Language Games. 1-17 - William Babonnaud, Laura Kallmeyer, Rainer Osswald:
Polysemy and Coercion - A Frame-Based Approach Using LTAG and Hybrid Logic. 18-33 - Denis Béchet, Annie Foret:
Categorial Dependency Grammars with Iterated Sequences. 34-51 - Daisuke Bekki, Ai Kawazoe:
Implementing Variable Vectors in a CCG Parser. 52-67 - Wojciech Buszkowski
:
On Classical Nonassociative Lambek Calculus. 68-84 - Stergios Chatzikyriakidis, Zhaohui Luo:
Proof Assistants for Natural Language Semantics. 85-98 - Gabriel Gaudreault:
Compositional Event Semantics in Pregroup Grammars. 99-115 - Dimitri Kartsaklis, Mehrnoosh Sadrzadeh:
A Compositional Distributional Inclusion Hypothesis. 116-133 - Pepijn Kokke:
Strong and Weak Quantifiers in Focused NLC. 134-148 - Hans Leiß, Shuqian Wu:
Type Reconstruction for \lambda -DRT Applied to Pronoun Resolution. 149-174 - Kristina Liefke, Sam Sanders:
A Computable Solution to Partee's Temperature Puzzle. 175-190 - Alda Mari:
Actuality Entailments: When the Modality is in the Presupposition. 191-210 - Laurent Méhats, Lutz Straßburger:
Non-crossing Tree Realizations of Ordered Degree Sequences. 211-227 - Glyn Morrill, Oriol Valentín:
On the Logic of Expansion in Natural Language. 228-246 - Reinhard Muskens, Mehrnoosh Sadrzadeh:
Context Update for Lambdas and Vectors. 247-254 - Simon Petitjean, Denys Duchier, Yannick Parmentier:
XMG 2: Describing Description Languages. 255-272 - Milos Stanojevic:
Minimalist Grammar Transition-Based Parsing. 273-290 - Mathieu Vidal:
A Compositional Semantics for 'If Then' Conditionals. 291-307 - Christian Wurm:
Automatic Concepts and Automata-Theoretic Semantics for the Full Lambek Calculus. 308-323
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