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

This booklet relies on fabric offered on the foreign summer time tuition on utilized Semantics that came about in Caminha, Portugal, in September 2000. We target to offer a few fresh advancements in programming language examine, either in semantic thought and in implementation, in a chain of graduate-level lectures. the college used to be subsidized by means of the ESPRIT operating staff 26142 on utilized Semantics(APPSEM),whichoperatedbetweenApril1998andMarch2002.The function of this operating workforce was once to collect prime reseachers, either in semantic concept and in implementation, with the speci?c objective of enhancing the verbal exchange among theoreticians and practitioners. TheactivitiesofAPPSEMwerestructuredintonineinterdisciplinarythemes: A: Semantics for object-oriented programming B: application 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 kind inference in programming H: Semantics-based optimization I: area idea and actual quantity computation those subject matters have been identi?ed as promising for pro?table interplay among semantic concept and perform, and have been selected to give a contribution to the subsequent basic themes: – description of latest programming language positive aspects; – layout of latest programming language beneficial properties; – implementation and research of programming languages; – transformation and iteration of courses; – veri?cation of courses. The chapters during this quantity provide examples of modern advancements masking a wide diversity of issues 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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Unpublished Manuscript, 1972. 92. P. Martin-L¨ of. Intuitionistic Type Theory, volume 1 of Studies in Proof Theory. Bibliopolis, Naples, 1984. 93. P. Martin-L¨ of. Constructive mathematics and computer programming. In C. A. R. Hoare and J. C. Shepherdson, editors, Mathematical Logic and Programming Languages, pages 167–184. Prentice-Hall, 1985. 94. C. McBride. Dependently typed functional programs and their proofs. PhD thesis, University of Edinburgh, 2000. 95. C. McBride. Faking It (Simulating Dependent Types in Haskell).

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Grumberg, editor, Proceedings of CAV’97, volume 1254 of Lecture Notes in Computer Science, pages 131–142. Springer-Verlag, 1997. 32. M. Brandt and F. Henglein. Coinductive axiomatization of recursive type equality and subtyping. Fundamenta Informaticae, 33(4):309–338, April 1998. 33. W. Buchholz, S. Feferman, W. Pohlers, and W. Sieg. Iterated Inductive Definitions and Subsystems of Analysis: Recent Proof-Theoretical Results, volume 897 of Lectures Notes in Mathematics. Springer-Verlag, 1981. 34.

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