Russell Versus Dewey on Democracy Michael J
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A Cardinal Sin: the Infinite in Spinoza's Philosophy
Macalester College DigitalCommons@Macalester College Philosophy Honors Projects Philosophy Department Spring 2014 A Cardinal Sin: The nfinitI e in Spinoza's Philosophy Samuel H. Eklund Macalester College, [email protected] Follow this and additional works at: http://digitalcommons.macalester.edu/phil_honors Part of the Philosophy Commons Recommended Citation Eklund, Samuel H., "A Cardinal Sin: The nfinitI e in Spinoza's Philosophy" (2014). Philosophy Honors Projects. Paper 7. http://digitalcommons.macalester.edu/phil_honors/7 This Honors Project is brought to you for free and open access by the Philosophy Department at DigitalCommons@Macalester College. It has been accepted for inclusion in Philosophy Honors Projects by an authorized administrator of DigitalCommons@Macalester College. For more information, please contact [email protected]. A Cardinal Sin: The Infinite in Spinoza’s Philosophy By: Samuel Eklund Macalester College Philosophy Department Honors Advisor: Geoffrey Gorham Acknowledgements This thesis would not have been possible without my advisor, Professor Geoffrey Gorham. Through a collaborative summer research grant, I was able to work with him in improving a vague idea about writing on Spinoza’s views on existence and time into a concrete analysis of Spinoza and infinity. Without his help during the summer and feedback during the past academic year, my views on Spinoza wouldn’t have been as developed as they currently are. Additionally, I would like to acknowledge the hard work done by the other two members of my honors committee: Professor Janet Folina and Professor Andrew Beveridge. Their questions during the oral defense and written feedback were incredibly helpful in producing the final draft of this project. -
BY PLATO• ARISTOTLE • .AND AQUINAS I
i / REF1,l!;CTit.>NS ON ECONOMIC PROBLEMS / BY PLATO• ARISTOTLE • .AND AQUINAS ii ~FLECTIONS ON ECONO:MIC PROBLEMS 1 BY PLA'I'O, ARISTOTLE, JJJD AQUINAS, By EUGENE LAIDIBEL ,,SWEARINGEN Bachelor of Science Oklahoma Agricultural and Mechanical Collage Stillwater, Oklahoma 1941 Submitted to the Depertmeut of Economics Oklahoma Agricultural and Mechanical College In Partial Fulfillment of the Requirements for the Degree of MASTER OF SCIENCE 1948 iii f.. 'I. I ···· i·: ,\ H.: :. :· ··: ! • • ~ ' , ~ • • !·:.· : i_ ·, 1r 1i1. cr~~rJ3t L l: i{ ,\ I~ Y , '•T •)() 1 0 ,1 8 API-'HOV~D BY: .J ,.· 1.., J l.;"t .. ---- -··- - ·- ______.,.. I 7 -.. JI J ~ L / \ l v·~~ u ' ~) (;_,LA { 7 {- ' r ~ (\.7 __\ _. ...A'_ ..;f_ ../-_" ...._!)_.... ..." ___ ......._ ·;...;;; ··-----/ 1--.,i-----' ~-.._.._ :_..(__,,---- ....... Member of the Report Committee 1..j lj:,;7 (\ - . "'·- -· _ .,. ·--'--C. r, .~-}, .~- Q_ · -~ Q.- 1Head of the Department . · ~ Dean of the Graduate School 502 04 0 .~ -,. iv . r l Preface The purpose and plan of this report are set out in the Introduction. Here, I only wish to express my gratitude to Professor Russell H. Baugh who has helped me greatly in the preparation of this report by discussing the various subjects as they were in the process of being prepared. I am very much indebted to Dr. Harold D. Hantz for his commentaries on the report and for the inspiration which his classes in Philosophy have furnished me as I attempted to correlate some of the material found in these two fields, Ecor!.Omics and Philosophy. I should like also to acknowledge that I owe my first introduction into the relationships of Economics and Philosophy to Dean Raymond Thomas, and his com~ents on this report have been of great value. -
Brsq 0096.Pdf
/,,-,,,.I (hrir"M/W:|J,„'JJ(// Bulk Mail -:::-``.::`:.1:.t` U.S. Postage ci{08O#altruntr%%ditl.i PAID Permit No. 5659 CfldemmJin, ORE 23307 Alexandria, VA MR. DENNIS J. DARLAND /9999 .1965 WINDING HILLS RD. (1304) DAVENPORT IA 52807 T=..:€,,5fa=.`¥ _ atiTst:.:..¥5 3`=3 13LT„j§jLj;,:j2F,f:Lu,i,:,„„„„3.,§§.i;§„L„;j„§{j;;`„„:i THE BHRTRAND RUSSELL SOCIHTY QUARTERLY Newsletter o the Bertrand Russell Socie November 1997 No. 96 FROM THH EDITOR John Shosky ................................... 3 FROM THE PRESIDHNT John R. Lenz ................................... 4 BERTRAND RUSSELL SOCIETY CONFERENCH: 19-21 JUNE 1998 ...................... RUSSELL NEWS: Publications, etc ....................... 6 RUSSELL'S PLATO David Rodier ................................... 7 A BOOK REVIEW John Shosky .................................. 19 MEMORY COMES AND GOES: A Video Review Cliff Henke ................................... 22 THE GREATER ROCHESTER RUSSELL SET Peter Stone ................................... 24 BERTRAND RUSSELL SOCIETY Membership PI.orlles ............................ 25 BERTRAND RUSSELL SOCIETY 1998 Call for Board Nominations .................. 27 BERTRAND RUSSELL SOCIETY Membership pror]]e Form . 29 1 FROM THE EDITOR BHRTRAND RUSSELL SOCIETY John Shosky 1998 Membership Renewal Form ................... 31 American University Wc beSn this issue with a report from the society president, John Lenz. He will announce the preliminary details of the Annual Bertrand Russell Society Corferencc, which will be held June 19-21 at the Ethics Center of the University of South Florida in St. Petersburg. John's report will be followed by "Russell News", which is a column of short blurbs about Russell, works on Russell, society happenings, reports on members, general gossip, and other vital talking points for the informed and discerning society member. In my view, the standard of information one should strive for, in a Platonic sense, is Ken Blackwell, the guru of Russell trivia, realizing that Ken has a considerable head start on all of us. -
Following the Argument Where It Leads
Following The Argument Where It Leads Thomas Kelly Princeton University [email protected] Abstract: Throughout the history of western philosophy, the Socratic injunction to ‘follow the argument where it leads’ has exerted a powerful attraction. But what is it, exactly, to follow the argument where it leads? I explore this intellectual ideal and offer a modest proposal as to how we should understand it. On my proposal, following the argument where it leaves involves a kind of modalized reasonableness. I then consider the relationship between the ideal and common sense or 'Moorean' responses to revisionary philosophical theorizing. 1. Introduction Bertrand Russell devoted the thirteenth chapter of his History of Western Philosophy to the thought of St. Thomas Aquinas. He concluded his discussion with a rather unflattering assessment: There is little of the true philosophic spirit in Aquinas. He does not, like the Platonic Socrates, set out to follow wherever the argument may lead. He is not engaged in an inquiry, the result of which it is impossible to know in advance. Before he begins to philosophize, he already knows the truth; it is declared in the Catholic faith. If he can find apparently rational arguments for some parts of the faith, so much the better: If he cannot, he need only fall back on revelation. The finding of arguments for a conclusion given in advance is not philosophy, but special pleading. I cannot, therefore, feel that he deserves to be put on a level with the best philosophers either of Greece or of modern times (1945: 463). The extent to which this is a fair assessment of Aquinas is controversial.1 My purpose in what follows, however, is not to defend Aquinas; nor is it to substantiate the charges that Russell brings against him. -
Plato the ALLEGORY of the CAVE Republic, VII 514 A, 2 to 517 A, 7
Plato THE ALLEGORY OF THE CAVE Republic, VII 514 a, 2 to 517 a, 7 Translation by Thomas Sheehan THE ALLEGORY OF THE CAVE SOCRATES: Next, said I [= Socrates], compare our nature in respect of education and its lack to such an experience as this. PART ONE: SETTING THE SCENE: THE CAVE AND THE FIRE The cave SOCRATES: Imagine this: People live under the earth in a cavelike dwelling. Stretching a long way up toward the daylight is its entrance, toward which the entire cave is gathered. The people have been in this dwelling since childhood, shackled by the legs and neck..Thus they stay in the same place so that there is only one thing for them to look that: whatever they encounter in front of their faces. But because they are shackled, they are unable to turn their heads around. A fire is behind them, and there is a wall between the fire and the prisoners SOCRATES: Some light, of course, is allowed them, namely from a fire that casts its glow toward them from behind them, being above and at some distance. Between the fire and those who are shackled [i.e., behind their backs] there runs a walkway at a certain height. Imagine that a low wall has been built the length of the walkway, like the low curtain that puppeteers put up, over which they show their puppets. The images carried before the fire SOCRATES: So now imagine that all along this low wall people are carrying all sorts of things that reach up higher than the wall: statues and other carvings made of stone or wood and many other artifacts that people have made. -
Thales of Miletus Sources and Interpretations Miletli Thales Kaynaklar Ve Yorumlar
Thales of Miletus Sources and Interpretations Miletli Thales Kaynaklar ve Yorumlar David Pierce October , Matematics Department Mimar Sinan Fine Arts University Istanbul http://mat.msgsu.edu.tr/~dpierce/ Preface Here are notes of what I have been able to find or figure out about Thales of Miletus. They may be useful for anybody interested in Thales. They are not an essay, though they may lead to one. I focus mainly on the ancient sources that we have, and on the mathematics of Thales. I began this work in preparation to give one of several - minute talks at the Thales Meeting (Thales Buluşması) at the ruins of Miletus, now Milet, September , . The talks were in Turkish; the audience were from the general popu- lation. I chose for my title “Thales as the originator of the concept of proof” (Kanıt kavramının öncüsü olarak Thales). An English draft is in an appendix. The Thales Meeting was arranged by the Tourism Research Society (Turizm Araştırmaları Derneği, TURAD) and the office of the mayor of Didim. Part of Aydın province, the district of Didim encompasses the ancient cities of Priene and Miletus, along with the temple of Didyma. The temple was linked to Miletus, and Herodotus refers to it under the name of the family of priests, the Branchidae. I first visited Priene, Didyma, and Miletus in , when teaching at the Nesin Mathematics Village in Şirince, Selçuk, İzmir. The district of Selçuk contains also the ruins of Eph- esus, home town of Heraclitus. In , I drafted my Miletus talk in the Math Village. Since then, I have edited and added to these notes. -
Socrates, Plato and Aristotle 2 Greek Philosophers Developed Ideas That Are Still Used Today
Name Period Date Socrates, Plato and Aristotle 2 Greek Philosophers Developed Ideas that Are Still Used Today Directions : • Scan the article by reading the bold headings, looking at the images and reading the captions. • Then turn the bold headings for each section into questions (see the example on the first section). • Then, read the article, circling words you don’t know and defining them in terms you understand… in the margin. • After that, reread the article and highlight the sentence in each section that answers the questions you created. • On a separate sheet of paper, answer the questions at the end of the article in complete sentences (embed the question). Highlight (in a second color) where you found answers to item #s 1 and 2. The Origins of Western Thought What were the origins of Western thought? People who live in Europe and the Americas owe a great deal to the ancient Greeks…even the way they think about the world was shaped by these ancient people. Greek thinkers of that time believed the human mind could understand everything. Such people were and are called philosophers. The word philosophy comes from the Greek word for “love of wisdom.” The work of these early thinkers laid the foundations for such areas of study as mathematics, science, history, and political science. Many of these philosophers were also teachers. One of the earliest and greatest of the teacher-philosophers was Socrates. The Ideas of Socrates Socrates was a sculptor who lived in Athens. His true love was not carving stone but instead shaping minds. -
A Presocratics Reader
2. THE MILESIANS Thales, Anaximander, and Anaximenes were all from the city of Miletus in Ionia (now the western coast of Turkey) and make up what is referred to as the Milesian “school” of philosophy. Tradition reports that Thales was the teacher of Anaximander, who in turn taught Anaximenes. Aristotle begins his account of the history of philosophy as the search for causes and principles (in Metaphysics I) with these three. 2.1. Thales Thales appears on lists of the seven sages of Greece, a traditional catalog of wise men. The chronicler Apollodorus suggests that he was born around 625 BCE. We should accept this date only with caution, as Apollodorus usually calculated birthdates by assuming that a man was forty years old at the time of his “acme,” or greatest achievement. Thus, Apollodorus arrives at the date by assuming that Thales indeed predicted an eclipse in 585 BCE, and was forty at the time. Plato and Aristotle tell stories about Thales that show that even in ancient times philosophers had a mixed reputation for practicality. 1. (11A9) They say that once when Thales was gazing upwards while doing astronomy, he fell into a well, and that a witty and charming Thracian serving-girl made fun of him for being eager to know the things in the heavens but failing to notice what was just behind him and right by his feet. (Plato, Theaetetus 174a) 2. (11A10) The story goes that when they were reproaching him for his poverty, supposing that philosophy is useless, he learned from his astronomy that the olive crop would be large. -
The Fragments of Zeno and Cleanthes, but Having an Important
,1(70 THE FRAGMENTS OF ZENO AND CLEANTHES. ftonton: C. J. CLAY AND SONS, CAMBRIDGE UNIVERSITY PRESS WAREHOUSE, AVE MARIA LANE. ambriDse: DEIGHTON, BELL, AND CO. ltip>ifl: F. A. BROCKHAUS. #tto Hork: MACMILLAX AND CO. THE FRAGMENTS OF ZENO AND CLEANTHES WITH INTRODUCTION AND EXPLANATORY NOTES. AX ESSAY WHICH OBTAINED THE HARE PRIZE IX THE YEAR 1889. BY A. C. PEARSON, M.A. LATE SCHOLAR OF CHRIST S COLLEGE, CAMBRIDGE. LONDON: C. J. CLAY AND SONS, CAMBRIDGE UNIVERSITY PRESS WAREHOUSE. 1891 [All Rights reserved.] Cambridge : PBIXTKIi BY C. J. CLAY, M.A. AND SONS, AT THK UNIVERSITY PRKSS. PREFACE. S dissertation is published in accordance with thr conditions attached to the Hare Prize, and appears nearly in its original form. For many reasons, however, I should have desired to subject the work to a more under the searching revision than has been practicable circumstances. Indeed, error is especially difficult t<> avoid in dealing with a large body of scattered authorities, a the majority of which can only be consulted in public- library. to be for The obligations, which require acknowledged of Zeno and the present collection of the fragments former are Cleanthes, are both special and general. The Philo- soon disposed of. In the Neue Jahrbticher fur Wellmann an lofjie for 1878, p. 435 foil., published article on Zeno of Citium, which was the first serious of Zeno from that attempt to discriminate the teaching of Wellmann were of the Stoa in general. The omissions of the supplied and the first complete collection fragments of Cleanthes was made by Wachsmuth in two Gottingen I programs published in 187-i LS75 (Commentationes s et II de Zenone Citiensi et Cleaitt/ie Assio). -
Spinoza's Ethics Beth Lord
EDINBURGH PHILOSOPHICAL GUIDES Spinoza's Ethics Beth Lord Spinoza’s Ethics Edinburgh Philosophical Guides Series Titles in the series include: Kant’s Critique of Pure Reason Douglas Burnham with Harvey Young Derrida’s Of Grammatology Arthur Bradley Heidegger’s Being and Time William Large Plato’s Republic D. J. Sheppard Spinoza’s Ethics Beth Lord Descartes’ Meditations on First Philosophy Kurt Brandhorst Husserl’s The Crisis of European Sciences and Transcendental Phenomenology Katrin Joost Nietzsche’s Thus Spoke Zarathustra Martin Jesinghausen and Douglas Burnham Spinoza’s Ethics An Edinburgh Philosophical Guide Beth Lord Edinburgh University Press © Beth Lord, 2010 Edinburgh University Press Ltd 22 George Square, Edinburgh www.euppublishing.com Typeset in 11/13pt Monotype Baskerville by Servis Filmsetting Ltd, Stockport, Cheshire, and printed and bound in Great Britain by CPI Antony Rowe, Chippenham and Eastbourne A CIP record for this book is available from the British Library ISBN 978 0 7486 3449 1 (hardback) ISBN 978 0 7486 3450 7 (paperback) The right of Beth Lord to be identifi ed as author of this work has been asserted in accordance with the Copyright, Designs and Patents Act 1988. Contents Series Editor’s Preface vi Acknowledgements vii List of Figures viii Introduction 1 1. A Guide to the Text 15 Part I: Being, Substance, God, Nature 15 Part II: Minds, Bodies, Experience and Knowledge 49 Part III: The Affects 83 Part IV: Virtue, Ethics and Politics 103 Part V: Freedom and Eternity 136 2. Study Aids 159 Glossary 159 Further Reading 167 Types of Question you will Encounter 168 Tips for Writing about Spinoza 169 Bibliography 173 Index 179 Series Editor’s Preface To us, the principle of this series of books is clear and simple: what readers new to philosophical classics need fi rst and foremost is help with reading these key texts. -
Socrates and Plato
M01_JOHN0380_04_SE_C01.qxd 1/7/11 5:05 PM Page 17 1 Socrates and Plato Time Line for Socrates 470 BC Is born in Athens, Greece, the son of Sophroniscus, a stonemason, and Phaenarete, a midwife. 470–400 Grows up during the “golden age” of Greece—his father, an intimate friend of the son of Aristides the Just, provides Socrates an acquaintanceship with the members of the Pericles circle. Serves with valor in the Peloponnesian War. Marries Xanthippe. They have seven or eight children. Is declared the wisest man by the Oracle at Delphi. Is put on trial for corrupting the minds of the youth of Athens. 399 Is found guilty and forced to drink hemlock. Socrates wrote nothing. All that we know of him is from the writings of Aristophenes (The Clouds), Plato, and Xenophon. Time Line for Plato 427 BC Is born in Athens, Greece, to a prominent family. Following his father’s death, his mother marries Pyrilampes, a close friend of Pericles. 405–400 Studies with Socrates. 399 Attends the trial and execution of Socrates. 387 Establishes the Academy. Later, Eudoxius, respected mathematician, unites his school, located at Cyzicus, with the Academy. 367 Accepts Aristotle into the Academy. 347 Dies in Athens. Although scholars continue to debate the time frame of Plato’s writings, the following are generally attributed to each period: Early Period Works, usually referred to as Socratic dialogues, focus on ethics. Included in this period are Apology, Crito, Charmides, Laches, Euthyphro, Euthydemus, Cratylus, Protagoras, and Gorgias. 17 M01_JOHN0380_04_SE_C01.qxd 1/7/11 5:05 PM Page 18 18 Chapter 1 • Socrates and Plato Middle Period Works focus on theory of ideas and metaphysical doctrines. -
Thales of Miletus Sources and Interpretations Miletli Thales Kaynaklar Ve Yorumlar
Thales of Miletus Sources and Interpretations Miletli Thales Kaynaklar ve Yorumlar David Pierce September , Matematics Department Mimar Sinan Fine Arts University Istanbul http://mat.msgsu.edu.tr/~dpierce/ This is a collection of what I have been able to find or figure out about Thales of Miletus. It may be useful for anybody interested in Thales. I focus directly on the ancient sources that we have. ¶ I began collecting these notes in preparation to give one of several -minute talks at the Thales Meeting (Thales Buluşması) at the ruins of Miletus, now Milet, Septem- ber , . Talks at the meeting were in Turkish; the au- dience, members of the general population. I chose for my title “Thales as the originator of the concept of proof” (Kanıt kavramının öncüsü olarak Thales). ¶ The Thales Meeting was arranged by the office of the mayor of Didim. Part of Aydın province, the district of Didim encompasses the ancient cities of Priene and Miletus, along with the temple of Didyma, which was linked to Miletus. Herodotus refers to Didyma under the name of the family of priests there, the Branchidae. ¶ One can visit all three of Priene, Didyma, and Miletus in a day. I did this in , while teaching at the Nesin Mathematics Village in Şirince, in the district of Selçuk, which contains also the ruins of Ephesus, home town of Heraclitus. My excellent guide was George Bean, Aegean Turkey []. Contents . Sources .. AlegendfromDiogenesLaertius . .. Kirk, Raven, and Schofield . .. DielsandKranz. .. Collingwood. .. .. .. Herodotus ..................... ... Solareclipse . ... CrossingoftheHalys . ... BouleuterionatTeos . .. Proclus....................... ... Originofgeometry . ... Bisectionofcircle . ... Isosceles triangles . ... Verticalangles. ... Congruenttriangles. .. Diogenes Laertius: The angle in a semicircle .