Joachim Lambek, Logic and Grammar - PhilPapers
philpapers.org
Grammar can be formulated as a kind of substructural propositional logic. In support of this claim, we survey bare Gentzen style deductive systems and two...
Introduction to Higher Order Categorical Logic. - PhilPapers
philpapers.org
by J Lambek · · Cited by — Joachim Lambek & Philip J. Scott. Cambridge University Press (1986) ... Review: J. Lambek, P. J. Scott, Introduction to Higher Order Categorical Logic. › rec › LAMITH-2
Joachim Lambek, Should Pregroup Grammars be Adorned with Additional...
philpapers.org
From Word to Sentence: A Pregroup Analysis of the Object Pronoun Who ( M ). [REVIEW]J. Lambek Journal of Logic, Language and Information
Michael Moortgat, Symmetric Categorial Grammar - PhilPapers
philpapers.org
The Lambek-Grishin calculus is a symmetric version of categorial ... offers novel ways of reconciling the demands of natural language form and meaning Joachim Lambek Journal of Symbolic Logic 33 (4):
Substructural Logics (Stanford Encyclopedia of Philosophy)
plato.stanford.edu
Independently of either of these traditions, Joachim Lambek considered mathematical models of language and syntax (Lambek 1958, 1961).
Joachim Lambek | LibraryThing
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Joachim Lambek, author of Introduction to Higher-Order Categorical Logic, on LibraryThing
From Categorial Grammar to Bilinear Logic - Joachim Lambek, McGill...
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Joachim Lambek, McGill University. Department of Mathematics and Statistics. Department of Mathematics and Statistics, McGill University, pages.
Category Theory for Scientists - MIT Mathmath.mit.edu › ~dspivak
math.mit.edu
In the summer of I signed a contract with the MIT Press to publish a new version of ... In Joachim Lambek showed that the types and programs used in computer science ... When publishing an experimental finding, there may be some deep methodological ... information known by the government.
Torsion Theories, Additive Semantics, and Rings Best books online
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[PDF] Torsion Theories, Additive Semantics, and Rings of Quotients by Joachim Lambek. Book file ... Download file Book PDF Torsion Theories, Additive Semantics, Pluralism: Against the Demand for Consensus (Clarendon Library of Logic ...
Equivalent Types in Lambek Calculus and Linear Logic
lpcs.math.msu.su
In [2] Joachim Lambek introduced a calculus L for deriving reduction laws of syntactic types and studied an equivalence relation on types defined as follows:.
Relevant and Substructural Logics - Greg Restall
consequently.org
PHILOSOPHY DEPARTMENT, MACQUARIE UNIVERSITY ... vant logic or the Lambek calculus, starting with proof theory does not result arises out of the presence or absence of structural rules gov Princeton University Press, Princeton, [152] JOACHIM LAMBEK AND PHILIP J. SCOTT.
Joachim Lambek: The Interplay of Mathematics, Logic, and ...www.springer.com › book
link.springer.com
This book discusses J. Lambek's groundbreaking works in mathematics, logic, linguistics, and theoretical computer science.Missing: Hettstedt, Sachs- Anh" This book discusses J. Lambek's groundbreaking works in mathematics, logic, linguistics, and theoretical computer science. Missing: Hettstedt, Sachs- Anh"
Alle Infos zum Namen "Joachim Lambek"
Calendar : CRM
www.crm.umontreal.ca
From categories to logic, linguistics and physics: a tribute for the 90th birthday of Joachim Lambek. CRM September 21, Organizers :
functional programming - Category theory and parsers --- references...
cstheory.stackexchange.com
In modern terms, Joachim Lambek invented noncommutative linear logic in order to model sentence structure. The basic idea is that you can ...
LFCS | Logical Foundations Of Computer Science
lfcs.info
... Yves Lafont (Marseille); Joachim Lambek (Montreal); Daniel Leivant (Bloomington, IN); Victor Marek (Lexington, KY); Anil Nerode (Ithaca, NY) – General LFCS ...
reference request - Lambek calculus, linear logic, and linear algebra...
mathoverflow.net
In his paper, The Mathematics of Sentence Structure, Joachim Lambek introduced the Lambek calculus. In modern terms, it could be ...
References
www.paultaylor.eu
[LS86]: Joachim Lambek and Philip Scott From Frege to Gödel: A Source Book in Mathematical Logic, 1879– much accuracy (є) is required, and pass this information back to the producer of u as our own demand (δ) on the input.
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