Electronic Notes in Theoretical Computer Science
, Volume 35
Volume 35, 2000
Workshop on Domains IV
Rolandseck, Germany, 2-4 October 1998
Dieter Spreen
:
Preface.
Andrej Bauer
:
Equilogical spaces and domains with totality.
Stefano Berardi
,
Chantal Berline
:
Building continuous webbed models for system F.
Rudolf Berghammer
:
Soundness of a purely syntactical formalizationof weakest preconditions.
Lars Birkedal
:
On propositions-as-types in realizability models.
Giovanni Curi
:
Formal topologies with weight and distance - A predicative framework for analysis.
Thomas Ehrhard
:
A relative PCF-definability result for strongly stable functions and some corollaries.
Birgit Elbl
:
Justifying control for logic programs.
Yuri Leonidovich Ershov
:
Sigma predicates of finite types.
Jürgen Koslowski
:
Strategies for games with state - An application of the Chu-construction.
Hans-Peter A. Künzi
,
Michel P. Schellekens
:
The ideal completion is not sequentially adequate.
Dominique Larchey-Wendling
,
Didier Galmiche
:
Quantales as completions of ordered monoids - Revised semantics for Intuitionistic Linear Logic.
John Longley
:
Matching typed and untyped realizability.
Michael Marz
:
A fully abstract model for sequential computation.
Karl-Heinz Niggl
:
Characterizing polytime through higher type recursion.
Dag Normann
:
The Cook-Berger problem - A guide to the solution.
Dag Normann
:
The continuous functionals of finite types over the reals.
Jaap van Oosten
,
Alex K. Simpson
:
Some axiomatic results in synthetic domain theory.
Victor J. Pollara
:
Free SFP-algebras for truncation-closed sets of inequations.
Giovanni Sambin
:
Formal topology and domains.
Holger Schulz
:
Type two theory of effectivity and Real PCF.
Dana S. Scott
:
Effective versions of equilogical spaces.
Werner Struckmann
:
A general theorem on the total correctness of programs in a category.
Regina Tix
:
Convex power constructions for continuous d-cones.
Pierre Valarcher
:
Intensional semantics of system T of Gödel.
Copyright ©
Mon Mar 15 04:00:54 2010 by
Michael Ley
(
ley@uni-trier.de
)