Applied Semantics: International Summer School, APPSEM 2000 by Gilles Barthe, Peter Dybjer, Luis Pinto, João Saraiva

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By Gilles Barthe, Peter Dybjer, Luis Pinto, João Saraiva

This publication is predicated on fabric provided on the foreign summer time university on utilized Semantics that happened in Caminha, Portugal, in September 2000. We objective to provide a few fresh advancements in programming language study, either in semantic thought and in implementation, in a sequence of graduate-level lectures. the college was once backed via the ESPRIT operating crew 26142 on utilized Semantics(APPSEM),whichoperatedbetweenApril1998andMarch2002.The goal of this operating team was once to collect top reseachers, either in semantic concept and in implementation, with the speci?c objective of enhancing the conversation among theoreticians and practitioners. TheactivitiesofAPPSEMwerestructuredintonineinterdisciplinarythemes: A: Semantics for object-oriented programming B: software structuring C: Integration of sensible languages and facts assistants D: Veri?cation equipment E: automated software transformation F: video games, sequentiality, and summary machines G: varieties and sort inference in programming H: Semantics-based optimization I: area conception and actual quantity computation those topics have been identi?ed as promising for pro?table interplay among semantic idea and perform, and have been selected to give a contribution to the subsequent normal issues: – description of present programming language good points; – layout of recent programming language positive aspects; – implementation and research of programming languages; – transformation and new release of courses; – veri?cation of courses. The chapters during this quantity provide examples of modern advancements overlaying a large variety of subject matters of curiosity to APPSEM.

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Additional info for Applied Semantics: International Summer School, APPSEM 2000 Caminha, Portugal, September 9–15, 2000 Advanced Lectures

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125. M. B. Reinhold. Typechecking is undecidable ’TYPE’ is a type. Technical Report MIT/LCS/TR-458, Massachusetts Institute of Technology, December 1989. 126. D. R´emy. Using, Understanding, and Unraveling the OCaml Language—From Practice to Theory and vice versa. This volume. 127. J. W. Roorda. Pure Type Systems for Functional Programming. Master’s thesis, Department of Computer Science, University of Utrecht, 2000. 128. C. Russo. Types For Modules. PhD thesis, University of Edinburgh, 1998. 129.

Jones, and A. M. Ben-Amram. The size-change principle for program termination. In Proceedings of POPL’01, pages 81–92. ACM Press, 2001. 83. X. Leroy. A modular module system. Journal of Functional Programming, 10(3):269–303, May 2000. 84. G. Longo and E. Moggi. Constructive natural deduction and its ‘ω-set’ interpretation. Mathematical Structures in Computer Science, 1(2):215–254, July 1991. 85. Z. Luo. Computation and Reasoning: A Type Theory for Computer Science. Number 11 in International Series of Monographs on Computer Science.

Sambin and J. Smith, editors, Twenty-five Years of Constructive Type Theory. Oxford University Press, 1998. 29. R. Bird. Introduction to Functional Programming using Haskell. Prenctice Hall, 2 edition, 1998. 30. F. -P. Jouannaud, and M. Okada. Inductive Data Type Systems. Theoretical Computer Science, 272(1/2):41–68, February 2002. 31. D. Bolignano. Towards a mechanization of cryptographic protocol verification. In O. Grumberg, editor, Proceedings of CAV’97, volume 1254 of Lecture Notes in Computer Science, pages 131–142.

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