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APA Newsletter on Philosophy and Computers, Vol. 18, No. 2 (Spring
NEWSLETTER | The American Philosophical Association Philosophy and Computers SPRING 2019 VOLUME 18 | NUMBER 2 FEATURED ARTICLE Jack Copeland and Diane Proudfoot Turing’s Mystery Machine ARTICLES Igor Aleksander Systems with “Subjective Feelings”: The Logic of Conscious Machines Magnus Johnsson Conscious Machine Perception Stefan Lorenz Sorgner Transhumanism: The Best Minds of Our Generation Are Needed for Shaping Our Future PHILOSOPHICAL CARTOON Riccardo Manzotti What and Where Are Colors? COMMITTEE NOTES Marcello Guarini Note from the Chair Peter Boltuc Note from the Editor Adam Briggle, Sky Croeser, Shannon Vallor, D. E. Wittkower A New Direction in Supporting Scholarship on Philosophy and Computers: The Journal of Sociotechnical Critique CALL FOR PAPERS VOLUME 18 | NUMBER 2 SPRING 2019 © 2019 BY THE AMERICAN PHILOSOPHICAL ASSOCIATION ISSN 2155-9708 APA NEWSLETTER ON Philosophy and Computers PETER BOLTUC, EDITOR VOLUME 18 | NUMBER 2 | SPRING 2019 Polanyi’s? A machine that—although “quite a simple” one— FEATURED ARTICLE thwarted attempts to analyze it? Turing’s Mystery Machine A “SIMPLE MACHINE” Turing again mentioned a simple machine with an Jack Copeland and Diane Proudfoot undiscoverable program in his 1950 article “Computing UNIVERSITY OF CANTERBURY, CHRISTCHURCH, NZ Machinery and Intelligence” (published in Mind). He was arguing against the proposition that “given a discrete- state machine it should certainly be possible to discover ABSTRACT by observation sufficient about it to predict its future This is a detective story. The starting-point is a philosophical behaviour, and this within a reasonable time, say a thousand discussion in 1949, where Alan Turing mentioned a machine years.”3 This “does not seem to be the case,” he said, and whose program, he said, would in practice be “impossible he went on to describe a counterexample: to find.” Turing used his unbreakable machine example to defeat an argument against the possibility of artificial I have set up on the Manchester computer a small intelligence. -
The Turing Guide
The Turing Guide Edited by Jack Copeland, Jonathan Bowen, Mark Sprevak, and Robin Wilson • A complete guide to one of the greatest scientists of the 20th century • Covers aspects of Turing’s life and the wide range of his intellectual activities • Aimed at a wide readership • This carefully edited resource written by a star-studded list of contributors • Around 100 illustrations This carefully edited resource brings together contributions from some of the world’s leading experts on Alan Turing to create a comprehensive guide that will serve as a useful resource for researchers in the area as well as the increasingly interested general reader. “The Turing Guide is just as its title suggests, a remarkably broad-ranging compendium of Alan Turing’s lifetime contributions. Credible and comprehensive, it is a rewarding exploration of a man, who in his life was appropriately revered and unfairly reviled.” - Vint Cerf, American Internet pioneer JANUARY 2017 | 544 PAGES PAPERBACK | 978-0-19-874783-3 “The Turing Guide provides a superb collection of articles £19.99 | $29.95 written from numerous different perspectives, of the life, HARDBACK | 978-0-19-874782-6 times, profound ideas, and enormous heritage of Alan £75.00 | $115.00 Turing and those around him. We find, here, numerous accounts, both personal and historical, of this great and eccentric man, whose life was both tragic and triumphantly influential.” - Sir Roger Penrose, University of Oxford Ordering Details ONLINE www.oup.com/academic/mathematics BY TELEPHONE +44 (0) 1536 452640 POSTAGE & DELIVERY For more information about postage charges and delivery times visit www.oup.com/academic/help/shipping/. -
BWS Newsletter No 18 24/11/2015, 20:45
BWS Newsletter no 18 24/11/2015, 20:45 From: British Wittgenstein Society [[email protected]] Subject: Newsletter no.18 BWS website home August 2013 BWS Newsletter Issue no 18 Contents Nota Bene The Wittgenstein-Skinner Archive Pdf version (216 kb) Nota Bene Arthur Gibson on Wittgenstein’s Conferences rediscovered archive Around the world Wittgenstein postings In early October 1941 German bombers Lecture series attacked Oakington RAF base. Victims Pastures new were rushed to hospital in Cambridge. Housekeeping The only slightly later admission of a Executive Committee polio patient was unnoticed, by-passed, being left untreated for very many hours in a corridor. This is how Wittgenstein’s closest friend Francis Skinner came to die at the age of 29. About BWS Within the week of Skinner’s funeral, in a state of trauma, Ludwig attempted to resign his Philosophy Chair; arranged to leave Cambridge for Guy’s Hospital working to fulfil his, now memorial, plan with Francis; attended Francis’ funeral; reclaimed from Skinner’s family the Wittgenstein- BWS is a British focal point for research and exchange Skinner Archive, and posted them to Skinner’s school of ideas among Wittgenstein scholars and students friend, Reuben Goodstein. Eventually Goodstein gave the throughout the world. Archive to the Mathematical Association. It was a much- appreciated invitation from the Association (and full This Newsletter will be sent exclusively to members of acknowledgement to it in references here), with the the BWS, on a regular basis, in order to draw attention support of Trinity College, for me to research and prepare to updates on the website, or to share as yet unpublished this unpublished Archive for book publication. -
August 2018 FACS a C T S
Issue 2018-1 August 2018 FACS A C T S The Newsletter of the Formal Aspects of Computing Science (FACS) Specialist Group ISSN 0950-1231 FACS FACTS Issue 2018-1 August 2018 About FACS FACTS FACS FACTS (ISSN: 0950-1231) is the newsletter of the BCS Specialist Group on Formal Aspects of Computing Science (FACS). FACS FACTS is distributed in electronic form to all FACS members. Submissions to FACS FACTS are always welcome. Please visit the newsletter area of the BCS FACS website for further details at: http://www.bcs.org/category/12461 Back issues of FACS FACTS are available for download from: http://www.bcs.org/content/conWebDoc/33135 The FACS FACTS Team Newsletter Editors Tim Denvir [email protected] Brian Monahan [email protected] Editorial Team Jonathan Bowen, John Cooke, Tim Denvir, Brian Monahan, Margaret West. Contributors to this issue Jonathan Bowen, John Cooke, Tim Denvir, Sofia Meacham. Brian Monahan, Bill Stoddart, Botond Virginas, Margaret West BCS-FACS websites BCS: http://www.bcs-facs.org LinkedIn: http://www.linkedin.com/groups?gid=2427579 Facebook: http://www.facebook.com/pages/BCS-FACS/120243984688255 Wikipedia: http://en.wikipedia.org/wiki/BCS-FACS If you have any questions about BCS-FACS, please send these to Paul Boca [email protected] 2 FACS FACTS Issue 2018-1 August 2018 Editorial Dear readers, welcome to our first issue of FACS FACTS for 2018. This year, 2018, marks the 40th anniversary of FACS. At least one editor recalls an article by Dan Simpson, member of the editorial team at the time, FACS at 10 in 1988. -
Självständiga Arbeten I Matematik
SJÄLVSTÄNDIGA ARBETEN I MATEMATIK MATEMATISKA INSTITUTIONEN, STOCKHOLMS UNIVERSITET An introduction to Goodstein’s theorem av Anton Christenson 2019 - No K38 MATEMATISKA INSTITUTIONEN, STOCKHOLMS UNIVERSITET, 106 91 STOCKHOLM An introduction to Goodstein’s theorem Anton Christenson Självständigt arbete i matematik 15 högskolepoäng, grundnivå Handledare: Paul Vaderlind 2019 Abstract Goodstein’s theorem is a statement about the natural numbers, proved by Reuben Goodstein in 1944, and shown to be independent of Peano Arithmetic by Laurence Kirby and Jeff Paris in 1982. We give an intro- duction to the theorem, as well as a basic description of the two first-order theories (Peano Arithmetic and Zermelo Fraenkel set theory) relevant to our discussion of the theorem and its independence. We then develop the theory of well-ordered sets and ordinal numbers, leading in the end to a simple proof of Goodstein’s theorem. 1 Contents 1 Introduction 3 1.1 Complete base-n representations . 3 1.2 Goodstein sequences . 4 2 Prerequisites and historical context 6 2.1 Peano Arithmetic . 6 2.2 Zermelo-Fraenkel set theory . 7 2.3 Natural numbers as sets . 9 2.4 Is ZF more powerful than PA?.................... 10 2.5 History . 11 3 Well-ordered sets 11 3.1 Definition and examples . 11 3.2 Order isomorphism and initial segments . 13 3.3 Arithmetic . 13 4 Ordinal numbers 18 4.1 Counting beyond infinity . 19 4.2 Ordinals as sets . 20 4.3 Successor and limit ordinals . 22 4.4 Least upper bounds and order types . 22 4.5 Transfinite induction and recursion . 23 4.6 Ordinal arithmetic . -
Part I Background
Cambridge University Press 978-0-521-19746-5 - Transitions and Trees: An Introduction to Structural Operational Semantics Hans Huttel Excerpt More information PART I BACKGROUND © in this web service Cambridge University Press www.cambridge.org Cambridge University Press 978-0-521-19746-5 - Transitions and Trees: An Introduction to Structural Operational Semantics Hans Huttel Excerpt More information 1 A question of semantics The goal of this chapter is to give the reader a glimpse of the applications and problem areas that have motivated and to this day continue to inspire research in the important area of computer science known as programming language semantics. 1.1 Semantics is the study of meaning Programming language semantics is the study of mathematical models of and methods for describing and reasoning about the behaviour of programs. The word semantics has Greek roots1 and was first used in linguistics. Here, one distinguishes among syntax, the study of the structure of lan- guages, semantics, the study of meaning, and pragmatics, the study of the use of language. In computer science we make a similar distinction between syntax and se- mantics. The languages that we are interested in are programming languages in a very general sense. The ‘meaning’ of a program is its behaviour, and for this reason programming language semantics is the part of programming language theory devoted to the study of program behaviour. Programming language semantics is concerned only with purely internal aspects of program behaviour, namely what happens within a running pro- gram. Program semantics does not claim to be able to address other aspects of program behaviour – e.g. -
The Standard Model for Programming Languages: the Birth of A
The Standard Model for Programming Languages: The Birth of a Mathematical Theory of Computation Simone Martini Department of Computer Science and Engineering, University of Bologna, Italy INRIA, Sophia-Antipolis, Valbonne, France http://www.cs.unibo.it/~martini [email protected] Abstract Despite the insight of some of the pioneers (Turing, von Neumann, Curry, Böhm), programming the early computers was a matter of fiddling with small architecture-dependent details. Only in the sixties some form of “mathematical program development” will be in the agenda of some of the most influential players of that time. A “Mathematical Theory of Computation” is the name chosen by John McCarthy for his approach, which uses a class of recursively computable functions as an (extensional) model of a class of programs. It is the beginning of that grand endeavour to present programming as a mathematical activity, and reasoning on programs as a form of mathematical logic. An important part of this process is the standard model of programming languages – the informal assumption that the meaning of programs should be understood on an abstract machine with unbounded resources, and with true arithmetic. We present some crucial moments of this story, concluding with the emergence, in the seventies, of the need of more “intensional” semantics, like the sequential algorithms on concrete data structures. The paper is a small step of a larger project – reflecting and tracing the interaction between mathematical logic and programming (languages), identifying some -
Online Communities: Visualization and Formalization
Online Communities: Visualization and Formalization Jonathan P. Bowen Museophile Limited, Oxford, UK [email protected] www.jpbowen.com Abstract. Online communities have increased in size and importance dramat- ically over the last decade. The fact that many communities are online means that it is possible to extract information about these communities and the con- nections between their members much more easily using software tools, despite their potentially very large size. The links between members of the community can be presented visually and often this can make patterns in the structure of sub-communities immediately obvious. The links and structures of layered com- munities can also be formalized to gain a better understanding of their modelling. This paper explores these links with some specific examples, including visualiza- tion of these relationships and a formalized model of communities using the Z notation. It also considers the development of such communities within the Com- munity of Practice social science framework. Such approaches may be applicable for communities associated with cybersecurity and could be combined for a better understanding of their development. 1 Introduction The development of collective human knowledge has always depended on communities. As communities have become more computer-based, it has become easier to monitor the activity of such interactions [7]. Recently the increasing use of online communities by the wider population (e.g., for social networking) has augmented the ways that com- munities can form and interact since geographical co-location is now much less critical than before the development of the Internet and the web [1,2]. -
Facing the Challenge of Automated Negotiation with Humans
Facing the Challenge of Automated Negotiation with Humans A dissertation submitted by Angela Fabregues Vinent at Universitat Aut`onomade Barcelona to fulfill the degree of PhD in Computer Science. Bellaterra, September 18th, 2012 Director: Prof. Carles Sierra Tutor: Dr. Josep Puyol Elaborated at: Institut d’ Investigaci´o en Intel·lig`encia Artificial Consejo Superior de Investigaciones Cient´ıficas (IIIA-CSIC) Acknowledgements Voldria agrair a molta gent el temps que ha compartit amb mi aquests darrers anys corresponents a la realitzaciod'aquesta tesi doctoral. Especialment, voldria donar les graciesa en Juan Carlos. Sempre m'has acompanyat. Sempre m'has ajudat. Sempre has estat allaquan t'he necessitat, ja fossis al meu costat o a milles enfora. Ara que nos veim cada dia, esper no te cansis de jo. T'estim! Molts coneixements previs he hagut de menester. Molts altres els he adquirit pel cam.L'escola, l'institut, la carrera i el mastera l'IIIA m'han aportat molts d'ells. Tambeel meu pas per l'empresa privada, per tot arreu s'apren. Els valors, en canvi, s'aprenen a casa. Els vaig aprendre a Menorca graciesals meus pares i tambeals meus germans. Papa! Mama! Me vau donar una infanciaimpressionant, envoltada d'un entorn ple de coses per experimentar sentint-me segura i protegida. Me vau deixar creixer,que formessa meva propia personalitat, que anesagafant responsabilitats, i que fos lliure de decidir per jo mateixa lo que ningumespodia decidir. Vau conar en jo i me vau nancar els estudis a Barcelona. Casi res! Moltes graciesper tot. Bep, amb tu vaig aprendre a enraonar, a donar mil voltes a ses coses i a poder veure-les des de diferents punts de vista. -
Engineering Trustcom/Bigdatase 2018
2018 17th IEEE International Conference on Trust, Security and Privacy in Computing and Communications/ 12th IEEE International Conference on Big Data Science and Engineering (TrustCom/BigDataSE 2018) New York, New York, USA 31 July - 3 August 2018 Pages 1-650 IEEE Catalog Number: CFP18TRU-POD ISBN: 978-1-5386-4389-1 1/3 Copyright © 2018 by the Institute of Electrical and Electronics Engineers, Inc. All Rights Reserved Copyright and Reprint Permissions: Abstracting is permitted with credit to the source. Libraries are permitted to photocopy beyond the limit of U.S. copyright law for private use of patrons those articles in this volume that carry a code at the bottom of the first page, provided the per-copy fee indicated in the code is paid through Copyright Clearance Center, 222 Rosewood Drive, Danvers, MA 01923. For other copying, reprint or republication permission, write to IEEE Copyrights Manager, IEEE Service Center, 445 Hoes Lane, Piscataway, NJ 08854. All rights reserved. *** This is a print representation of what appears in the IEEE Digital Library. Some format issues inherent in the e-media version may also appear in this print version. IEEE Catalog Number: CFP18TRU-POD ISBN (Print-On-Demand): 978-1-5386-4389-1 ISBN (Online): 978-1-5386-4388-4 ISSN: 2324-898X Additional Copies of This Publication Are Available From: Curran Associates, Inc 57 Morehouse Lane Red Hook, NY 12571 USA Phone: (845) 758-0400 Fax: (845) 758-2633 E-mail: [email protected] Web: www.proceedings.com 2018 17th IEEE International Conference On Trust, Security -
Towards Verified Systems
TOWARDS VERIFIED SYSTEMS edited by Jonathan Bowen TOWARDS VERIFIED SYSTEMS edited by Jonathan Bow en safemos i This page delib erately left blank for publisher's use ii This page delib erately left blank for publisher's use iii This page delib erately left blank for publisher's use iv This page delib erately left blank for publisher's use Contents Foreword xvii Preface xix Contact Addresses xxiii I Intro duction 1 1 Safety-Critical Systems and Formal Metho ds 3 1.1 A Brief Historical Persp ective ::::::::::::::::::::::::: 3 1.2 Safety-critical Computer Systems ::::::::::::::::::::::: 5 1.2.1 Dep endable computer systems :: :: :: :: :: ::: :: :: :: :: 6 1.2.2 Formal metho ds ::::::::::::::::::::::::::::: 7 1.2.3 The cost of software safety ::::::::::::::::::::::: 9 1.3 Industrial-scale Examples of Use :: ::: :: :: :: :: ::: :: :: :: :: 11 1.3.1 Aviation ::::::::::::::::::::::::::::::::: 12 1.3.2 Railway systems :: :: :: ::: :: :: :: :: ::: :: :: :: :: 13 1.3.3 Nuclear p ower plants :: :: ::: :: :: :: :: ::: :: :: :: :: 13 1.3.4 Medical systems ::::::::::::::::::::::::::::: 14 1.3.5 Ammunition control :: :: ::: :: :: :: :: ::: :: :: :: :: 16 1.3.6 Emb edded micropro cessors ::::::::::::::::::::::: 17 1.4 Areas of Application of Formal Metho ds :: :: :: :: ::: :: :: :: :: 18 1.4.1 Requirements capture ::::::::::::::::::::::::: 19 1.4.2 Design : ::: :: :: :: :: ::: :: :: :: :: ::: :: :: :: :: 19 1.4.3 Compilation ::::::::::::::::::::::::::::::: 20 1.4.4 Programmable hardware :: ::: :: :: :: :: ::: :: :: :: :: 21 1.4.5 Do cumentation ::::::::::::::::::::::::::::: -
The London University Atlas
The London University Atlas: A talk given at the Atlas 50th Anniversary Symposium on 5th December 2012. Dik Leatherdale. London >> Manchester London University was, indeed still is, a HUGE organisation even by the standards of this place. It’s a collegiate university the individual colleges spread across the capital from Queen Mary College in the east end to the baroque splendour of Royal Holloway in leafy Egham built, you may be interested to learn, upon the proceeds of Victorian patent medicines hardly any of which had any beneficial effect whatsoever. In the “build it yourself” era, two of the colleges took the plunge. At Imperial College, Keith Tocher, Sid Michaelson and Tony Brooker constructed the “Imperial College Computing Engine” using relays. With the benefit of hindsight, this looks like a dead end in development. But Imperial weren’t the only team to put their faith in relay technology. Neither were they the last. Yet amazingly, the legacy of ICCE lived on because of a chance lunchtime conversation years later between Tom Kilburn and Tony Brooker, the Atlas adder logical design was derived from that of ICCE. Over in the unlikely surroundings of Birkbeck College, Andrew Booth was building a series of low cost, low performance machines. His ambition was to build computers cheap enough for every college to be able to afford one. You might say he invented the minicomputer a decade before anybody noticed. His designs were taken up by the British Tabulating Machine company and became the ICT 1200 series; for a while the most popular computer in the UK.