约束归纳逻辑程序设计系统

提出了一种新的约束归纳逻辑程序设计方法,并初步实现了一个自顶向下的约束归纳逻辑程序原型系统。该系统能够导出不受变量个数限制的多种形式的线性约束,得出覆盖正例而排斥负例的含约束的Hom子句程序。     

约束归纳逻辑程序设计方法的研究

提出了一种新的约束归纳逻辑程序设计方法。该方法能够与自顶向下的归纳逻辑程序设计系统结合,通过在自顶向下归纳方法的一步特殊化操作中引入Fisher判别分析等方法,使得系统能够导出不受变量个数限制的多种形式的线性约束,在不需要用户诱导,不依赖约束求解器的情况下,学习出覆盖正例而排斥负例的含约束的Horn子句程序。     

面向对象的约束逻辑程序设计

本文介绍了面向对象技术和约束逻辑程序设计方法在人工智能中应用的基本思想，通过二者的结合使现有逻辑程序设计在逻辑的清晰性和执行的高效性上都得以提高，这样就引入了一个新的研究方向：面向对象的约束逻辑程序设计     

约束逻辑程序设计综述

一、引言 约束逻辑程序设计(Constraint Logic Program-ming．CLP)是基于人工智能(AI)中约束满足问题(Constraint Satisfaction Problem．CSP)模型的一种程序设计风范。CLP是逻辑程序设计(LP)的一种推广,是八十年代发展起来的一种新的逻辑程序设计方法。由于它继承了LP简单易懂的说明性描述方法并结合了CSP在求解问题时的效率,使它在解决很多AI问题(如组合问题、资源分配、事务安排等)时有不凡的表现。更由于AI领域中绝大多数问题可以用CLP来表示,所以这一方法已引起了人们的广泛注意,并在八十年代后期得以迅速发展。     

基于约束逻辑程序设计的排课算法研究

课程安排问题是典型的组合优化和不确定调度问题。采用约束逻辑程序设计的研究方法,结合课程安排自身的特点,通过约束推理找到最优的课程安排结果。约束逻辑程序设计综合了人工智能中一致性算法和启发式搜索算法,采用约束推理方法,能非常好地处理各种冲突,并且能快速地排出合理的课程。     

归纳逻辑程序设计综述

归纳逻辑程序设计是由机器学习与逻辑程序设计交叉所形成的一个研究领域,是机器学习的前沿研究课题。该文首先从归纳逻辑程序设计的问题背景、类型划分和搜索程序子句三个方面介绍了归纳逻辑程序设计系统的概貌;然后结合实验室的相关研究工作,回顾了归纳逻辑程序设计研究的发展;之后介绍了归纳逻辑程序设计领域中需要深入研究的若干问题,并提出了新的解决思路;最后是总结,以引起读者对归纳逻辑程序设计领域研究的进一步关注。     

逻辑程序设计中的数据结构

在LP技术的应用中,如何系统、正确地组织和定义数据结构是一个重要的、但尚未解决的问题,本文给出一种有效的且简单可行的数据结构的设计与描述方法,并讨论此种方法的意义和特色。     

分布式并行约束归纳逻辑程序设计研究*

CILP是关系数据挖掘的主要技术之一。为提高CILP系统的效率,提出了一种基于C3模型,元学习技术和主从式静态负载平衡策略的分布式并行CILP算法,并实现了一个基于COW机群结构的分布式并行CILP原型系统。实验表明该算法是高效的,能获得较好的负载平衡,较高的加速比和并行效率。     

约束逻辑程序设计的变量压缩事件分析

该文涉及的约束逻辑程序设计(CLP)是一在二叉树上进行搜索的过程,提高搜索效率是CLP的主要研究方向之一。在CLP中约束推理机是核心,由变量组、约束过滤器、临时容器、推理引擎组成。在介绍了约束推理机激活过滤器,对变量进行区间压缩后,提出引入变量事件,总结为三种类型:SINGLE、BOUND和DOMCHG,用于减少过滤器的激发次数。实验结果表明,变量事件能够促进约束推理机的搜索效率,缩短二叉树搜索的时间,可以更快寻找到答案。     

超前检查和选择回溯策略

本文提出了PROLOG语言的一种新的推理策略:超前检查和选择回溯算法-FTSB(Forword Testing and Selected Backtracking),FTSB的推理过程全部在产生变量约束的目标上进行,而不是在每个目标上进行,它采用超前检查的方法尽早放弃不可能成为解的约束,使回溯发生率下降,并用智能的方法选择回溯点和获得多重解。     

并发约束程序设计语言COPS及其执行模型

约束程序设计尤其是约束逻辑程序设计与并发约束程序设计在AI程序设计领域占据着越来越重要的位置。传统逻辑程序设计的基“计算即为定理证明”的计算风格虽获得了简洁优美的操作语义特性,但也付出了执行效率低的代价,当应用系统规模增大时,其性能严重下降以致崩溃。针对传统逻辑程序设计的这种可伸缩性问题,设计了一个基于并发约束程序设计概念的说明性语言COPS,旨在从语言设计与执行模型两方面降低说明性程序的不确定性,提高搜索与运行效率。在语言设计方面,通过引入确定性语言成分,避免不确定计算用于确定性目标所浪费的系统开销;在执行模型方面,在目标的并发穿叉执行与数据驱动的并发同步机制的基础上,实现“优先执行确定目标”策略与“最少假定”策略,作为约束传播的延伸,最大幅度地剪枝搜索空间,降低搜索复杂性。COPS提供的知识表示、推理与并发机制使其成为构造agent程序的理想语言。论文给出COPS语言的语法规范与执行模型的操作语义描述。     

Virtual time and virtual space

Simulation models involve the concepts oftime andspace. In designing a distribution simulation programming system, introducing a temporal construct results in a specification language for describing a changing world, introducing a spatial construct makes it possible to coordinate multiple, simultaneous, nondeterministic activities.In this paper, we present a new distributed logic programming model and discuss its implementation. A distributed program is represented by avirtual space—a set of process which are logical representations of system objects, and is evaluated with respect tovirtual time—a temporal coordinate which is used to measure computational progress and specify synchronization. The major focus of the implemention is the ability to accomplish global backtracking. The proposed implementation collects global knowledge through interprocess communication, controls global backtracking distributedly according tovirtual time anddependency relations, and capture heuristics in that earlier synchronizations may make subsequent synchronizations more likely to succeed.As compared with other distributed logic programming systems, our system provides a simpler syntax, well-defined semantics, and an efficient implementation.     

Nicolog: A simple yet powerful cc(FD) language

In this paper, we describe Nicolog, a language with capabilities similar to recently developed constraint logic programming (CLP) languages such as CLP(BNR), clp(FD), and cc(FD). Central to Nicolog are projection constraints (PCs), a sublanguage for compiling and optimizing constraint propagation in numeric and Boolean domains. PCs are an interesting generalization of the indexical constraints introduced in cc(FD) and also found in clp(FD). Nicolog compiles a very general class of built-in constraints into equivalent sets of PCs, allowing an arbitrary mixture of integer (easily extensible to real) and Boolean operations. Nicolog also lets the user program PCs directly, making it possible to implement new sophisticated propagation procedures. We show that PCs are a simple, efficient, and flexible way to implement most of the propagation procedures possible in other FD CLP systems. These include procedures for cardinality, constructive disjunction, implication, and mixed Boolean/numeric constraints. Empirical results with a simple prototype Nicolog implementation based on the WAM architecture show it can solve hard problems with speed comparable to the fastest existing CLP systems.     

Constructive Negation of Arithmetic Constraints Using Dataflow Graphs

A system which extracts a dataflow graph from sets of arithmetic constraints is described. This information is used to simplify constraints and to extract positive information from negations of constraints. The context for this work is a Prolog implementation where intervals are used to represent the underlying arithmetic variables. The system uses simple information about the existence of solutions of primitive constraints to derive the dataflow graph. This makes the system easily extensible to new primitives and domains. A practical implementation over both real and integer arithmetic is described and an extended example of its application given.     

Intractable unifiability problems and backtracking

Restrictions of the problem of finding all maximal unifiable or minimal nonunifiable subsets to those of certain sizes are shown to be NP-hard, and consequently inappropriate in general for reducing thrashing by intelligent backtracking in resolution theorem provers and logic program executions. We also show that existing backtrack methods based on the computation of all maximal unifiable subsets of assignments as a means to avoid thrashing are intractable because the solution length of these subsets can increase exponentially with the input length, and we give a corresponding result for minimal nonunifiability. The results apply not only to standard unification, but to a characterized collection of unification algorithms which includes unification without the occurs check. This now justifies the necessity for approximate or heuristic approaches to reduce thrashing in resolution theorem provers and the execution of logic programs.A version of this paper appears in Proceedings of the Third International Logic Programming Conference, London, Lecture Notes in Computer Science, Springer 225, 107–121 (1986).     

Constraint Logic Programming and Integer Programming approaches and their collaboration in solving an assignment scheduling problem

Generalised Assignment Problems (GAP), traditionally solved by Integer Programming techniques, are addressed in the light of current Constraint Programming methods. A scheduling application from manufacturing, based on a modified GAP, is used to examine the performance of each technique under a variety of problem characteristics. Experimental evidence showed that, for a set of assignment problems, Constraint Logic Programming (CLP) performed consistently better than Integer Programming (IP). Analysis of the CLP and IP processes identified ways in which the search was effective. The insight gained from the analysis led to an Integer Programming approach with significantly improved performance. Finally, the issue of collaboration between the two contrasting approaches is examined with respect to ways in which the solvers can be combined in an effective manner.     

Using Constraint Logic Programming to Analyze theChronology in ``A Rose for Emily''''

William Faulkner's non-chronological story tellingstyle has long been a challenge to critics and apuzzle to beginning literature students. ``A Rose forEmily,' one of Faulkner's most frequently anthologizedstories, exemplifies the complexity of Faulkner'streatment of time. In this paper, we apply aconstraint-based problem solving method to an analysisof the chronology of ``A Rose for Emily.' Constraintlogic programming is a declarative programminglanguage paradigm that solves problems by enforcingconstraints among variables. CLP's ability to sortnumeric variables that do not yet have definite valuesmakes it possible to sort the events of ``A Rose forEmily' with only fragmented and relative timeinformation. In attempting to sort the events of thestory, we find an inconsistency in the temporalreferences scattered throughout the narrative. Afterremoving this inconsistency, we are able to compareour chronology with earlier ones and discuss thethematic relevance of Faulkner's nonlinear plots.