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Typed Lambda Calculi and Applications典型Lambda 微积分学及其应用

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Typed Lambda Calculi and Applications典型Lambda 微积分学及其应用

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作 者:SamsonAbramsky (Editor) 著

出 版 社:湖南文艺出版社

出版时间:2001-5-1

I S B N:9783540419600

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内容简介

The LNCS series reports state-of-the-art results in computer science research,development,and education,at a high level and in both printed and electronic form.Enjoying tight cooperation with the R&D community,with numerous individuals,as well as with prestigious organizations and societies,LNCS has grown into the most comprehensive computer science resarch forum available.
The scope of LNCS,including its subseries LNAI,spans the whole range of computer science and information technology including interdisciplinary topics in a variety of application fields.The type of material publised traditionally includes.
-proceedings(published in time for the respective conference)
-post-proceedings(consisting of thoroughly revised final full papers)
-research monographs(which may be basde on outstanding PhD work,research projects,technical reports,etc.)

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目录

Invited Lectures
Many Happy Returns
From Bounded Arithmetic t0 Memory Management:Use of Type Theory to Capture Complexity Classes and Space Behaviour
Definability of Total Objects in PCF and Related Calculi
Categorical Semantics of Control
Contributed Papers
Representations of First Order Function Types as Terminal Coalgebras.
A Finitary Subsystem of the Polymorphicλ-Calculus
Sequentiality and the 71π-Calculus
Logical Properties of Name Restriction
Subtyping Recursive Games
Typing Lambda Terms in Elementary Logic with Linear Constraints
Ramified Recurrence with Dependent Types
Game Semantics for the PUre Lazy λ-Calculus
Reductions,Intersection Types,and Explicit S ubstitutions
The Stratified Foundations as a Theory Modulo
Normalization by Evaluation for the
Computational Lambda-Calculus
In duction Is Not Derivable in Second Order Dependent Type Theory
Strong Normalization of Classical Natural Deduction with Disjunction
Partially Additive Categories and Fully Complete Models of Linear Logic
Distinguishing Data Structures and Functions:The Constructor Calculus and Functorial Types
The Finitely Generated Types of the λ-Calculus
Deciding Monadic Theories of Hyperalgebraic Trees
A Deconstruction of Non-deterministic Classical Cut Elimination
A Token Machine for Full Geometry of Interaction
Second-Order Pre-logical Relations and Representation Independence
Characterizing Convergent Terms in Object Calculi via Intersection Types
Parigot’s Second Orderλ-Calculus and Inductive Types
The Implicit Calculus of Constructions:Extending Pure Type Systems with an Intersection Type Binder and Subtyping
Evolving Games and Essential Nets for Affine Polymorphism
Retracts in Simple Types
Parallel Implementation Models for the λ-Calculus Using the Geometry of Interaction
The Complexity of β-Reduction in Low Orders
Strong Normalisation for a Gentzen-like Cut-Elimination Procedure
Author Index

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