Advances in Logic Programming Theory
Book Details
Format
Hardback or Cased Book
Book Series
International Schools for Computer Scientists
ISBN-10
0198538537
ISBN-13
9780198538530
Publisher
Oxford University Press
Imprint
Clarendon Press
Country of Manufacture
GB
Country of Publication
GB
Publication Date
Dec 29th, 1994
Print length
268 Pages
Weight
540 grams
Dimensions
24.10 x 16.20 x 2.10 cms
Product Classification:
Mathematical foundationsMathematical theory of computationArtificial intelligence
Ksh 24,350.00
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BL This book presents the latest research in the area of the new programming paradigm - logic programming. These papers are based on presentations at an international summer school and together provide an accessible route to the frontiers of the subject - going as they do - far beyond classical theory to present the latest research in a systematic way for the first time.
Logic programming has emerged over the last 15 years as one of most promising new programming paradigms and as a very active research area.The PROGLOG experience has shown that relevant problems in areas such as expert systems, deductive databases, knowledge representation, and rapid prototyping can profitably be tackled by logic programming technology. It has also known that the performance of PROGLOG systems can be made comparable with the more traditional programming languages by means of sophisticated optimization and implementation of the design of a new class of languages, the concurrent logic lanuages.Many recent advances in the theory of logic programs are related to extension of the basic positive logic language and the related semantic problems. The original non-monotonic negation-as-failure rle has been extended in various ways and provided with new declarative characterizations. Other new language constructs are constrainsts (which lead to a very important extension of the paradignm which allows us to compute on new domains), concurrency, and modules and objects.This volume, written by a team of international experts, goes beyond the classical theory to discuss the many recent advances for the first time in a systematic form.
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