THE UNIVERSITY of EDINBURGH This thesis has been submitted in fulfilment of the requirements for a postgraduate degree e g PhD MPhil DClinPsychol at the University of Edinburgh Please note the following terms and conditions of use e This work is protected by copyright and other intellectual property rights which are retained by the thesis author unless otherwise stated Acopy can be downloaded for personal non commercial research or study without prior permissio
Partial Functions in a Total Setting Simon Finn si mon ahl co uk Michael Fourman M Fourman ed ac uk John Longley j rl fcs ed ac uk January 19 1996 Abstract We discuss a scheme for defining and reasoning about partial recursive functions within a classical two valued logic in which all terms denote We show how a total extension of the partial function introduced by a recursive declaration may be axiomatised within a classical logic and illustrate by an
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Department of Artificial Intelligence University of Edinburgh DECsystem 10 PROLOG USER S MANUAL 10 November 1982 D L Bowen editor L Byrd F C N Pereira L M Pereira D H D Warren This manual corresponds to Prolog version 3 47 Copyright C 1982 University of Edinburgh Dept of Artificial Intelligence Table of Contents Introduction Notational Conventions 1 HOW PRPRPPRPRPRPRPRPRPREE Si ie el wale tes te ce TO ONDU BWNHEeE 9 10 ell
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THE UNIVERSITY of EDINBURGH Edinburgh Research Explorer What Stories Should We Tell Novice Prolog Programmers Citation for published version Bundy A amp Helen P 1987 What Stories Should We Tell Novice Prolog Programmers in R Hawley ed Artificial Intelligence Programming Environments Ellis Horwood Link Link to publication record in Edinburgh Research Explorer Document Version Peer reviewed version Published In Artificial Intelligence Programmin
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THE UNIVERSITY of EDINBURGH Edinburgh Research Explorer The Field Spectroscopy Facility Post Processing Toolbox User Guide Citation for published version Robinson amp MacArthur A The Field Spectroscopy Facility Post Processing Toolbox User Guide Post processing spectral data in MATLAB Link Link to publication record in Edinburgh Research Explorer Document Version Peer reviewed version General rights Copyright for the publications made accessible via th
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UNIVERSITY OF Southampton School of Medicine User Manual for Nutrition Portal and Courses Malnutrition eLearning User Registration and Accessing a Course University of Southampton Table of Content 1 Introduction 2 User Registration and Accessing Nutrition Courses 2 1 Finding a Course 2 2 Register Yourself to the Course 2 3 Access Course Content from MyCourse Page 2 4 Basic Navigation in a Nutrition Course 3 Inquiry Contact 1 Introd