PHIL10049: Ancient Theories of Existence 2017/18
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Zeno of Elea: Where Space, Time, Physics, and Philosophy Converge
Western Kentucky University TopSCHOLAR® Honors College Capstone Experience/Thesis Honors College at WKU Projects Fall 2007 Zeno of Elea: Where Space, Time, Physics, and Philosophy Converge An Everyman’s Introduction to an Unsung Hero of Philosophy William Turner Western Kentucky University Follow this and additional works at: http://digitalcommons.wku.edu/stu_hon_theses Part of the Other Philosophy Commons, Other Physics Commons, and the Philosophy of Science Commons Recommended Citation Turner, William, "Zeno of Elea: Where Space, Time, Physics, and Philosophy Converge An Everyman’s Introduction to an Unsung Hero of Philosophy" (2007). Honors College Capstone Experience/Thesis Projects. Paper 111. http://digitalcommons.wku.edu/stu_hon_theses/111 This Thesis is brought to you for free and open access by TopSCHOLAR®. It has been accepted for inclusion in Honors College Capstone Experience/ Thesis Projects by an authorized administrator of TopSCHOLAR®. For more information, please contact [email protected]. P │ S─Z─T │ P Zeno of Elea: Where Space, Time, Physics, and Philosophy Converge An Everyman’s Introduction to an Unsung Hero of Philosophy Will Turner Western Kentucky University Abstract Zeno of Elea, despite being among the most important of the Pre-Socratic philosophers, is frequently overlooked by philosophers and scientists alike in modern times. Zeno of Elea’s arguments on have not only been an impetus for the most important scientific and mathematical theories in human history, his arguments still serve as a basis for modern problems and theoretical speculations. This is a study of his arguments on motion, the purpose they have served in the history of science, and modern applications of Zeno of Elea’s arguments on motion. -
Diogenes Laertius, Vitae Philosophorum, Book Five
Binghamton University The Open Repository @ Binghamton (The ORB) The Society for Ancient Greek Philosophy Newsletter 12-1986 The Lives of the Peripatetics: Diogenes Laertius, Vitae Philosophorum, Book Five Michael Sollenberger Mount St. Mary's University, [email protected] Follow this and additional works at: https://orb.binghamton.edu/sagp Part of the Ancient History, Greek and Roman through Late Antiquity Commons, Ancient Philosophy Commons, and the History of Philosophy Commons Recommended Citation Sollenberger, Michael, "The Lives of the Peripatetics: Diogenes Laertius, Vitae Philosophorum, Book Five" (1986). The Society for Ancient Greek Philosophy Newsletter. 129. https://orb.binghamton.edu/sagp/129 This Article is brought to you for free and open access by The Open Repository @ Binghamton (The ORB). It has been accepted for inclusion in The Society for Ancient Greek Philosophy Newsletter by an authorized administrator of The Open Repository @ Binghamton (The ORB). For more information, please contact [email protected]. f\îc|*zx,e| lîâ& The Lives of the Peripatetics: Diogenes Laertius, Vitae Philosoohorum Book Five The biographies of six early Peripatetic philosophers are con tained in the fifth book of Diogenes Laertius* Vitae philosoohorum: the lives of the first four heads of the sect - Aristotle, Theophras tus, Strato, and Lyco - and those of two outstanding members of the school - Demetrius of Phalerum and Heraclides of Pontus, For the history of two rival schools, the Academy and the Stoa, we are for tunate in having not only Diogenes' versions in 3ooks Four and Seven, but also the Index Academicorum and the Index Stoicorum preserved among the papyri from Herculaneum, But for the Peripatos there-is no such second source. -
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. -
THE PHILOSOPHY BOOK George Santayana (1863-1952)
Georg Hegel (1770-1831) ................................ 30 Arthur Schopenhauer (1788-1860) ................. 32 Ludwig Andreas Feuerbach (1804-1872) ...... 32 John Stuart Mill (1806-1873) .......................... 33 Soren Kierkegaard (1813-1855) ..................... 33 Karl Marx (1818-1883).................................... 34 Henry David Thoreau (1817-1862) ................ 35 Charles Sanders Peirce (1839-1914).............. 35 William James (1842-1910) ............................ 36 The Modern World 1900-1950 ............................. 36 Friedrich Nietzsche (1844-1900) .................... 37 Ahad Ha'am (1856-1927) ............................... 38 Ferdinand de Saussure (1857-1913) ............. 38 Edmund Husserl (1859–1938) ....................... 39 Henri Bergson (1859-1941) ............................ 39 Contents John Dewey (1859–1952) ............................... 39 Introduction....................................................... 1 THE PHILOSOPHY BOOK George Santayana (1863-1952) ..................... 40 The Ancient World 700 BCE-250 CE..................... 3 Miguel de Unamuno (1864-1936) ................... 40 Introduction Thales of Miletus (c.624-546 BCE)................... 3 William Du Bois (1868-1963) .......................... 41 Laozi (c.6th century BCE) ................................. 4 Philosophy is not just the preserve of brilliant Bertrand Russell (1872-1970) ........................ 41 Pythagoras (c.570-495 BCE) ............................ 4 but eccentric thinkers that it is popularly Max Scheler -
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. -
Seminar in Greek Philosophy Pyrrhonian Scepticism 1
PHILOSOPHY 210: SEMINAR IN GREEK PHILOSOPHY 1 PYRRHONIAN SCEPTICISM Monte Johnson [email protected] UCSD Fall 2014 Course Description Pyrrhonian scepticism, as represented in the works of Sextus Empiricus, presents both a culmination and critique of the whole achievement of Greek philosophy, and was a major influence on the renaissance and the scientific revolutions of the seventeenth century, and continues to influence contemporary epistemology. In this seminar, we will get a general overview of Pyrrhonian scepticism beginning with the doxographies in Book IX of Diogenes Laertius, Lives of the Famous Philosophers (including Heraclitus, Xenophanes, Parmenides, Zeno of Elea, Leucippus, Democritus, Protagoras, Diogenes of Apollonia, Anaxarchus, Pyrrho, and Timon). The core part of the course will consist of a close reading and discussion of the three books of the Outlines of Pyrhhonian Scepticism by Sextus Empiricus, along with a more detailed examination of the treatment of logic, physics, and ethics in his Against the Dogmatists VII-XI. The last three weeks of the seminar will be devoted to student presentations relating Pyrrhonian scepticism to their own interests in philosophy (whether topical or historical). Goals • Learn techniques of interpreting and criticizing works of ancient philosophy in translation, including fragmentary works. • Obtain an overview of ancient scepticism, especially Pyrrhonian scepticism, its textual basis, predecessors, and influence upon later philosophy and science. • Conduct original research relating ancient skepticism to your own philosophical interests; compile an annotated bibliography and craft a substantial research paper. • Develop skills in discussing and presenting philosophical ideas and research, including producing handouts, leading discussions, and fielding questions. Evaluation 10% Participation and discussion. -
Zeno of Elea Born Around 489 BC This Zeno, As Opposed to Zeno Of
Zeno of Elea Born around 489 BC This Zeno, as opposed to Zeno of Citium, is perhaps most famous for his paradoxes. These strange scenarios are designed to make the think about mathematics and physics in new and different ways. Zeno was opposed to many of the ideas of Pythagoras, supported many of the ideas of Parmenides. His paradoxes have been reconstructed in slightly different ways by modern scientists from his cryptic and fragmentary writings. • Let us suppose that reality is made up of units. These units are either with magnitude or without magnitude. If the former, then a line for example, as made up of units possessed of magnitude, will be infinitely divisible, since, however far you divide, the units will still have magnitude and so be divisible. But in this case, the line will be made up of an infinite number of units, each of which is possessed of magnitude. The line, then, must be infinitely great, as composed of an infinite number of bodies. Everything in the world, then, must be infinitely great, and a forteriori the world itself must be infinitely great. Suppose, on the other hand, that the units are without magnitude. In this case, the whole universe will also be without magnitude, since, however many units you add together, if none of them has any magnitude, then the whole collection of them will also be without magnitude. But if the universe is without any magnitude, it must be infinitely small. Indeed, everything in the universe must be infinitely small. Either everything in the universe is infinitely great, or everything in the universe is infinitely small. -
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. -
Anaximander and the Problem of the Earth's Immobility
Binghamton University The Open Repository @ Binghamton (The ORB) The Society for Ancient Greek Philosophy Newsletter 12-28-1953 Anaximander and the Problem of the Earth's Immobility John Robinson Windham College Follow this and additional works at: https://orb.binghamton.edu/sagp Recommended Citation Robinson, John, "Anaximander and the Problem of the Earth's Immobility" (1953). The Society for Ancient Greek Philosophy Newsletter. 263. https://orb.binghamton.edu/sagp/263 This Article is brought to you for free and open access by The Open Repository @ Binghamton (The ORB). It has been accepted for inclusion in The Society for Ancient Greek Philosophy Newsletter by an authorized administrator of The Open Repository @ Binghamton (The ORB). For more information, please contact [email protected]. JOHN ROBINSON Windham College Anaximander and the Problem of the Earth’s Immobility* N the course of his review of the reasons given by his predecessors for the earth’s immobility, Aristotle states that “some” attribute it I neither to the action of the whirl nor to the air beneath’s hindering its falling : These are the causes with which most thinkers busy themselves. But there are some who say, like Anaximander among the ancients, that it stays where it is because of its “indifference” (όμοιότητα). For what is stationed at the center, and is equably related to the extremes, has no reason to go one way rather than another—either up or down or sideways. And since it is impossible for it to move simultaneously in opposite directions, it necessarily stays where it is.1 The ascription of this curious view to Anaximander appears to have occasioned little uneasiness among modern commentators. -
Humor As Philosophical Subversion, Especially in the Skeptics
Humor as Philosophical Subversion, Especially in the Skeptics Richard Bett 1. Introduction Aristotle is not exactly a comedian. He wrote about comedy in the lost second book of the Poetics, and, as discussed in another paper in this volume, he wrote about wittiness (εὐτραπελία) in his ethical works. But he does not exhibit much of either. What humor there is in Aristotle seems to fall into two main varieties. First, there is word-play that engages the reader’s attention, which can perhaps be seen as an instance of a technique he describes in Rhetoric 3.10, that of saying “smart things and things that create a good impression” (τὰ ἀστεῖα καὶ τὰ εὐδοκιµοῦντα, 1410b6).1 Early in the Nicomachean Ethics, he says that in endeavoring to determine the principles (ἀρχαί) of ethics, we should begin (ἀρκτέον) with things known to us (1095b2-4). A little later, introducing the idea of the function (ἔργον) of a human being, he asks whether we can seriously consider that a human being as such (as opposed to people in various occupations) is ἀργόν (1097b28- 30) – which is intentionally ambiguous between “without function” and “lazy.” In De Caelo, introducing the topic of minimal magnitudes, he says that positing such a minimal magnitude (τοὐλάχιστον) will make the biggest difference (τὰ µέγιστα) in mathematics (271b10-11). And in De Interpretatione, discussing names, he says that “non-human 1 Unless otherwise noted, translations are my own. In the case of Timon, I sometimes draw on translations in Bett 2000 and Bett 2015. In the case of Sextus I generally draw on Bett 1997, Bett 2005, and Bett 2012.