Ideas in Action: Proceedings of the Applying Peirce Conference
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Tchaikovsky Competition 1982 a Diary by Peter Donohoe1
TCHAIKOVSKY COMPETITION 1982 A DIARY BY PETER DONOHOE1 1 The footnotes in this diary are restrospective notes from 2012 – 30 years later... 08 June 1982 Recital at Charlotte Mason College in Ambleside in the British Lake District Program: Tchaikovsky Sonata 2 in G Major (1st Movement) Tchaikovsky November (from The Seasons) Tippett Sonata 2 Prokofiev Sonata 6 ---- Scriabin Etude Op65/3 Chopin Etude Op10/8 Rachmaninov Etude Tableau Op39/5 E flat Minor Bach Prelude and Fugue Book 2 No. 3 Flierkovsky – Prelude and Fugue in G minor Stravinsky Three Movements from Petrushka A very nice, but knowing guy came up to me after the concert, and said “That was a very unusual program. It is almost as if you are preparing to enter the Tchaikovsky Competition.” I asked him to keep it under his hat – it is never good for people to know in advance of your competition efforts, in case it doesn’t work out. Set off home at 11.00 p.m. The car –a Vauxhall Viva borrowed from my parents-in-law – broke down after about 10 miles of a 120 mile journey to my in-laws on the Wirral. Still in the Lake District countryside. The weather was appallingly wet. I had to get to the Wirral, and then the next morning to Manchester for an early flight to London to connect with the Aeroflot flight to Moscow. 09 June 1982 Thank God for the AA Relay service. They got me to the Wirral in the cab of one of their trucks, with the car on the back. -
Framing Cyclic Revolutionary Emergence of Opposing Symbols of Identity Eppur Si Muove: Biomimetic Embedding of N-Tuple Helices in Spherical Polyhedra - /
Alternative view of segmented documents via Kairos 23 October 2017 | Draft Framing Cyclic Revolutionary Emergence of Opposing Symbols of Identity Eppur si muove: Biomimetic embedding of N-tuple helices in spherical polyhedra - / - Introduction Symbolic stars vs Strategic pillars; Polyhedra vs Helices; Logic vs Comprehension? Dynamic bonding patterns in n-tuple helices engendering n-fold rotating symbols Embedding the triple helix in a spherical octahedron Embedding the quadruple helix in a spherical cube Embedding the quintuple helix in a spherical dodecahedron and a Pentagramma Mirificum Embedding six-fold, eight-fold and ten-fold helices in appropriately encircled polyhedra Embedding twelve-fold, eleven-fold, nine-fold and seven-fold helices in appropriately encircled polyhedra Neglected recognition of logical patterns -- especially of opposition Dynamic relationship between polyhedra engendered by circles -- variously implying forms of unity Symbol rotation as dynamic essential to engaging with value-inversion References Introduction The contrast to the geocentric model of the solar system was framed by the Italian mathematician, physicist and philosopher Galileo Galilei (1564-1642). His much-cited phrase, " And yet it moves" (E pur si muove or Eppur si muove) was allegedly pronounced in 1633 when he was forced to recant his claims that the Earth moves around the immovable Sun rather than the converse -- known as the Galileo affair. Such a shift in perspective might usefully inspire the recognition that the stasis attributed so widely to logos and other much-valued cultural and heraldic symbols obscures the manner in which they imply a fundamental cognitive dynamic. Cultural symbols fundamental to the identity of a group might then be understood as variously moving and transforming in ways which currently elude comprehension. -
THE MUSICAL FEATURES of 2015'S TOP-RANKED COUNTRY SONGS
THE MUSICAL FEATURES OF 2015’s TOP-RANKED COUNTRY SONGS By Mason Taylor Allen Senior Honors Thesis Department of Music University of North Carolina at Chapel Hill April 22, 2016 Approved: Dr. Jocelyn R. Neal, Thesis Advisor Dr. Allen Anderson, Reader Dr. Andrea Bohlman, Reader © 2016 Mason Taylor Allen ALL RIGHTS RESERVED ii ABSTRACT Mason Taylor Allen: The Musical Features of 2015’s Top-Ranked Country Songs Under the direction of Dr. Jocelyn R. Neal The 2015 top-ten country songs analyzed in this study are characterized by the various formats of their song form, harmonies, and lyrics. This thesis presents a comprehensive study of the structure and narratives in sixty-seven songs that summarizes the distinctive features within those domains of contemporary commercial country music. A detailed description of the norm along with identifiable trends emerges. The song form that features most prominently in this repertory includes a verse-chorus-bridge form with three iterations of the chorus, an intro and outro section, and instrumental sections immediately following each chorus. The top-ten country songs have varying degrees of departure from this typical model. Primary features of the harmonies of these top songs include the frequent use of a double-tonic complex, the absence of a 5-1 authentic cadence, the same chord progression throughout the verse, chorus, and bridge, and the use of only two chords throughout the song. Lyrical analyses show that 2015 songs are continuing the traditional themes about romantic attraction, love, heartache, good times and partying, home, family, nostalgia, religion, and inspiration, within the context of small-town country life that this genre has used for years. -
A Humean Analysis of Scientific Realism 1
Published in Ensaios sobre Hume, Lívia Guimarães (org.), Belo Horizonte (Brazil), Segrac Editora, 2005b. Pp. 89-108. ____________________________________________________________________ A Humean analysis of scientific realism 1 SILVIO SENO CHIBENI Departamento de Filosofia, IFCH Universidade Estadual de Campinas Caixa Postal 6110 – 13083050, Campinas, SP, Brazil web-site: www.unicamp.br/~chibeni – e-mail: [email protected] Abstract: In their criticism of scientific realism, contemporary philosophers of science often assume that this position is incompatible with empiricism, the epistemological thesis according to which all factual knowledge is grounded on experience. Little attention is paid, however, to the roots of empiricism in modern philosophy. The present article aims to contribute to filling this gap, by examining the implications of Hume’s version of empiricism to the issue of scientific realism. It is shown, first, how scientific realism is negatively affected by Hume’s theories of ideas and causality. Secondly, the prospects of overcoming these difficulties by appealing to the method of hypotheses are examined, first through a survey of Hume’s own stand concerning hypotheses, and then by direct philosophical analysis. 1. Introduction In contemporary philosophy of science, scientific realism is commonly thought of as being challenged either by “constructivism” or by “empiricism” (see e.g. Boyd 1984). However, the use of the word ‘empiricism’ in this context is somewhat misleading. The term has originally been coined to designate an epistemological thesis concerning the problem of the sources of knowledge, paradigmatically defended by philosophers such as Locke and Hume. In this 1 Parts of this work were first presented in a conference given in the 3rd Encontro de Filosofia Analítica, held in Florianópolis, Brazil, in October 1997. -
Miriam Bostwick
Animal News from Heaven Miriam Bostwick Copyright 2014 by Paws of the Earth Productions All rights reserved. No part of this book may be used or reproduced in any manner without written permission from the author except in critical articles and reviews. Contact the publisher for information: Paws of the Earth Productions 2980 S Jones Blvd Suite 3373 Las Vegas, NV 89146 Printed in The United States of America. Library of Congress Control Number: 2008921323 ISBN 978-0-9798828-2-1 Paws of the Earth productions Las Vegas, NV 89146 www.Animals are people too.com This book is dedicated to the late Miriam Bostwick, a friend, a fellow lover of animals, who is among her friends in this book: I am grateful to the many spirits who so willingly shared their stories about the work they are doing in spirit and the animals they are caring for. I am also grateful to Carla Gee and Elizabeth Jordan for their invaluable editorial help. I acknowledge information obtained from Wikipedia under the GNU Free Documentation License for the following articles: Slats, the MGM Leo, the Lion Barbaro, the Race Horse Bubba, the Grouper Bubba, the Lobster Harriet, the Tortoise Binky & Nuka, Polar Bears Martha, the Passenger Pigeon Ruby, the Painting Elephant PAWS OF THE EARTH PRODUCTIONS LAS VEGAS, NEVADA Contents Preface Introduction PART ONE Lifting the Veil: Animals in the Afterlife Do all animals survive and where do they go? Love keeps an animal in form The plight of the unloved or mistreated animal Are there barriers in spirit life to divide humans and animals? How do animals in spirit get along with each other? The animal mind Healing through change in attitude Animals trained to do rescue work Separation through evolution Veterinary research in spirit life PART TWO News from Heaven The Caretakers Reggie Gonzales: On Being a Caretaker Roger Parker: On Being a Caretaker St. -
Quantum Logical Causality, Category Theory, and the Metaphysics of Alfred North Whitehead
Quantum Logical Causality, Category Theory, and the Metaphysics of Alfred North Whitehead Connecting Zafiris’ Category Theoretic Models of Quantum Spacetime and the Logical-Causal Formalism of Quantum Relational Realism Workshop Venue: Swiss Federal Institute of Technology (ETH) Chair for Philosophy (building RAC) Raemistrasse 36, 8001 Zurich Switzerland January 29 – 30, 2010 I. Aims and Motivation Recent work in the natural sciences—most notably in the areas of theoretical physics and evolutionary biology—has demonstrated that the lines separating philosophy and science have all but vanished with respect to current explorations of ‘fundamental’ questions (e.g., string theory, multiverse cosmologies, complexity-emergence theories, the nature of mind, etc.). The centuries-old breakdown of ‘natural philosophy’ into the divorced partners ‘philosophy’ and ‘science,’ therefore, must be rigorously re- examined. To that end, much of today’s most groundbreaking scholarship in the natural sciences has begun to include explicit appeals to interdisciplinary collaboration among the fields of applied natural sciences, mathematics and philosophy. This workshop will be dedicated to the question of how a philosophical-metaphysical theory can be fruitfully applied to basic conceptualizations in the natural sciences. More narrowly, we will explore the process oriented metaphysical scheme developed by philosopher and mathematician Alfred North Whitehead (1861-1947) and Michael Epperson’s application of this scheme to recent work in quantum mechanics, and the relation of these to Elias Zafiris’s category theoretic model of quantum event structures. Our aim is to give participants from various fields of expertise (see list below) the opportunity to exchange their specialized knowledge in the context of a collaborative exploration of the fundamental questions raised by recent scholarship in physics and mathematics. -
Logic and Artificial Intelligence
Logic and Artificial Intelligence: Divorced,StillMarried,Separated...?∗ Selmer Bringsjord//David A. Ferrucci February 13, 1998 Abstract Though it’s difficult to agree on the exact date of their union, logic and artificial intelligence (AI) were married by the late 1950s, and, at least during their honeymoon, were happily united. What connubial permu- tation do logic and AI find themselves in now? Are they still (happily) married? Are they divorced? Or are they only separated, both still keep- ing alive the promise of a future in which the old magic is rekindled? This paper is an attempt to answer these questions via a review of six books. Encapsulated, our answer is that (i) logic and AI, despite tabloidish re- ports to the contrary, still enjoy matrimonial bliss, and (ii) only their future robotic offspring (as opposed to the children of connectionist AI) will mark real progress in the attempt to understand cognition. 1 The Logic–AI Marriage Though it’s difficult to agree on the exact date of their union, logic and artificial intelligence (AI) were married by the late 1950s, and, at least during their honeymoon, were happily married. But what connubial permutation do logic and AI find themselves in now? Are they still (happily) married? Are they divorced? Or are they only separated, both still keeping alive the promise of a future in which the old magic is rekindled? This paper is an attempt to answer these questions via a review of the following six books: • Ronald J. Brachman, Hector J. Levesque, and Raymond Reiter, eds., Knowledge Representation, Special Issues of Artificial Intelligence: An International Journal, Cambridge, MA: MIT Press, 1992, 408 pp., $29.00 (paper), ISBN 0-262-52168-7. -
Contemporary Issues Concerning Scientific Realism
The Future of the Scientific Realism Debate: Contemporary Issues Concerning Scientific Realism Author(s): Curtis Forbes Source: Spontaneous Generations: A Journal for the History and Philosophy of Science, Vol. 9, No. 1 (2018) 1-11. Published by: The University of Toronto DOI: 10.4245/sponge.v9i1. EDITORIALOFFICES Institute for the History and Philosophy of Science and Technology Room 316 Victoria College, 91 Charles Street West Toronto, Ontario, Canada M5S 1K7 [email protected] Published online at jps.library.utoronto.ca/index.php/SpontaneousGenerations ISSN 1913 0465 Founded in 2006, Spontaneous Generations is an online academic journal published by graduate students at the Institute for the History and Philosophy of Science and Technology, University of Toronto. There is no subscription or membership fee. Spontaneous Generations provides immediate open access to its content on the principle that making research freely available to the public supports a greater global exchange of knowledge. The Future of the Scientific Realism Debate: Contemporary Issues Concerning Scientific Realism Curtis Forbes* I. Introduction “Philosophy,” Plato’s Socrates said, “begins in wonder” (Theaetetus, 155d). Two and a half millennia later, Alfred North Whitehead saw fit to add: “And, at the end, when philosophical thought has done its best, the wonder remains” (1938, 168). Nevertheless, we tend to no longer wonder about many questions that would have stumped (if not vexed) the ancients: “Why does water expand when it freezes?” “How can one substance change into another?” “What allows the sun to continue to shine so brightly, day after day, while all other sources of light and warmth exhaust their fuel sources at a rate in proportion to their brilliance?” Whitehead’s addendum to Plato was not wrong, however, in the sense that we derive our answers to such questions from the theories, models, and methods of modern science, not the systems, speculations, and arguments of modern philosophy. -
Scientific Realism and Epistemology
SCIENTIFIC REALISM AND EPISTEMOLOGY 1 Introduction Here are some theses frequently endorsed by scientific realists: R1 The theories of mature sciences are very frequently highly success- ful (where the success of a theory may be articulated in various ways, e.g. the theory passes severe tests, or it makes novel pre- dictions that are confirmed by observation, or it provides a unified explanation of disparate phenomena, etc.). R2 The theories of mature sciences are very frequently true or close to the truth. And so, frequently, the entities, often unobservable, posited by the theories of mature sciences exist. R3 This success is not accidental. Our belief in theories (or in their ap- proximate truth) is frequently justified and amounts to knowledge. R4 The reasoning process by which we come to believe the theories of mature sciences very often is an inference to the best explanation. R5 The reason why we should believe R2 is R1. That is the best ex- planation for the success of the theories of mature sciences is that those theories are very frequently true or nearly true. Here are two theses endorsed by many anti-realists: A1 The apparently well-confirmed theories of mature sciences are very frequently found, in the long run, to be false. A2 We should expect current theories to be falsified in due course (by induction on A1). And here are theses endorsed by some anti-realists: A3 We cannot know that a theory involving commitment to unobserv- able entities is true or close to the truth. A4 Inference to the best explanation is not a reliable means of infer- ring that a theory is true (or approximately true), at least if it in- volves commitment to unobservable entities. -
ERGOAI Reasoner User's Manual
ERGOAI Reasoner User’s Manual Version 2.0 (Myia) Edited by Michael Kifer Coherent Knowledge October 2018 Portions Copyright © 2013–2018 Coherent Knowledge CONTENTS Contents 1 Introduction 1 2 Installation 1 3 Running ERGO 2 4 ERGO Shell Commands 3 5 F-logic and ERGO by Example 10 6 Main Syntactic Elements of ERGO 10 7 Basic ERGO Syntax 13 7.1 F-logic Vocabulary ..................................... 13 7.2 Symbols, Strings, and Comments ............................. 18 7.3 Operators .......................................... 21 7.4 Logical Expressions ..................................... 23 7.5 Arithmetic (and related) Expressions ........................... 23 7.6 Quasi-constants and Quasi-variables ........................... 30 7.7 Synonyms .......................................... 31 7.8 Reserved Symbols ..................................... 31 8 Path Expressions 31 9 Set Notation 33 10 Typed Variables 34 11 Truth Values and Object Values 36 12 Boolean Methods 38 Portions Copyright © 2013–2018 Coherent Knowledge i CONTENTS 12.1 Boolean Signatures ..................................... 39 13 Skolem Symbols 39 14 Testing Meta-properties of Symbols and Variables 46 15 Lists, Sets, Ranges. The Operators \in, \subset, \sublist 50 16 Multifile Knowledge Bases 51 16.1 ERGO Modules ....................................... 52 16.2 Calling Methods and Predicates Defined in User Modules ............... 53 16.3 Finding the Current Module Name ............................ 55 16.4 Finding the Module That Invoked A Rule ........................ 55 16.5 Loading Files into User Modules ............................. 55 16.6 Adding Rule Bases to Existing Modules ......................... 58 16.7 Module References in Rule Heads ............................. 59 16.8 Calling Prolog Subgoals from ERGO ........................... 60 16.9 Calling ERGO from Prolog ................................. 62 16.9.1 Importing ERGO Predicates into Prolog ..................... 62 16.9.2 Passing Arbitrary Queries to ERGO ...................... -
Math 1090 Part Two: Predicate (First-Order) Logic
Math 1090 Part two: Predicate (First-Order) Logic Saeed Ghasemi York University 5th July 2018 Saeed Ghasemi (York University) Math 1090 5th July 2018 1 / 95 Question. Is propositional logic rich enough to do mathematics and computer science? The answer is \Absolutely not"! Mathematics and computer science deals with structures like sets, strings, numbers, matrices, trees, graphs, programs, Turing machines and many others. The propositional logic is not rich enough to deal with this structures. For example, try expressing the statements \there is a rational number strictly between two given rational numbers" or \every natural number has a unique prime factorization". We cannot even express these statements in the Boolean Logic, let alone proving them! Saeed Ghasemi (York University) Math 1090 5th July 2018 2 / 95 Number Theory-Peano's Arithmetic In order to express formulas in number theory: We need to be able to refer to numbers, N = f1; 2; 3;::: g as variables. we need to have variable symbols that would refer to numbers, like n; m; n0;::: . Let's call them \object variables". We need to be able to say when two numbers are equal, that's why we need a symbol \=" for the equality between the variable objects. We need to be able to say expressions like \for all natural numbers ...". So let's have a symbol 8, which says \for all". We need a special constant denoting 0. We also need to be able to add and multiply numbers. So lets have function + : N × N ! N and × : N × N ! N for addition and multiplication, respectively (we say these functions have arity2 because they take two inputs, so the function f (x; y; z) = ::: has arity 3). -
Cabineta Quarterly of Art and Culture
A QUARTERLY OF ART AND CULTURE ISSUE 18 FICTIONAL STATES CABINET US $10 CANADA $15 UK £6 inside this issue THERMIDOR 2005 Sasha Archibald • John Bear • Robert Blackson • William Bryk • Sasha Chavchavadze • Mark Dery • Allen Ezell • Charles Green • Invertebrate • Craig Kalpakjian • Peter Lamborn Wilson • David Levi Strauss • Brian McMullen • Glexis Novoa • George Pendle • Elizabeth Pilliod • Patrick Pound • Bonnie and Roger Riga • Lynne Roberts-Goodwin • Tal Schori • Cecilia Sjöholm • Frances Stark • Michael Taussig • Christopher Turner • Jonathan Ward • Christine Wertheim • Tony Wood • Shea Zellweger cabinet Cabinet is a non-profit 501 (c) (3) magazine published by Immaterial Incorporated. 181 Wyckoff Street Contributions to Cabinet are fully tax-deductible. Our survival is dependent on Brooklyn NY 11217 USA such contributions; please consider supporting us at whatever level you can. tel + 1 718 222 8434 Donations of $25 or more will be acknowledged in the next possible issue. Dona- fax + 1 718 222 3700 tions above $250 will be acknowledged for four issues. Checks should be made email [email protected] out to “Cabinet.” Please mark the envelope, “Rub your eyes before opening.” www.cabinetmagazine.org Cabinet wishes to thank the following visionary foundations and individuals Summer 2005, issue 18 for their support of our activities during 2005. Additionally, we will forever be indebted to the extraordinary contribution of the Flora Family Foundation from Editor-in-chief Sina Najafi 1999 to 2004; without their generous support, this publication would not exist. Senior editor Jeffrey Kastner Thanks also to the Andy Warhol Foundation for the Visual Arts for their two-year Editors Jennifer Liese, Christopher Turner grant in 2003-2004.