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The Lambda Calculus. Its Syntax and Semantics Henk Barendregt
Publisher: College Publications

Oct 12, 2013 - It can be proved from $betaeta$-rules, see for example Theorem 2.1.29 in “Lambda Calculus: its Syntax and Semantics” by Barendregt (1985). If you're interested in writing a compiler interpreter, find the 'let's build a compiler' series. Mar 7, 2014 - Subsequently, game-semantic techniques led to the development of the first syntax-independent fully-abstract models for a variety of programming languages, ranging from the purely functional to languages effects such as control, Nowadays, game semantics has expanded to a variety of fields in theory and analysis of computation, such as theories of concurrency, semantics of lambda calculi and proofs, program analysis, model checking and hardware synthesis. I didn't really do justice to the material in a few There's a conventional syntax for the π-calculus, which I don't much care for. Sep 3, 2011 - I gave a talk a while back which included an interpreter for the pi-calculus, and a compiler from the lambda-calculus to it. Montague's work showed how with a higher-typed logic and the lambda-calculus (or other ways to talk about functions), NPs could in principle be uniformly interpreted as generalized quantifiers (sets of sets). Jul 11, 2011 - In 1984 verscheen mijn eerste boek: The Lambda Calculus, its Syntax and Semantics. Since we're writing an interpreter in Haskell, we'll It's so that Inp under Rep is always available to receive a message, even if a subprogram is blocking on something else. The book begins with the untyped lambda calculus and a simple arithmetic language -- outlining both syntax and operational semantics -- and eventually builds up to ml-like languages with higher-order System F-omega style type systems. Apr 30, 2013 - And before the birth of formal semantics in the late 1960's, most linguists and philosophers were agreed that there was a considerable mismatch between the syntactic structure of natural language sentences and their “logical form”.