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Recruitment Information Package European School the Hague
Recruitment Information Package European School The Hague (Primary) [photo here] The European School The Hague (ESH) is part of Rijnlands Lyceum Foundation (in Dutch: Stichting het Rijnlands Lyceum). Rijnlands Lyceum Foundation is an ambitious foundation that offers both primary and secondary education and national and international education. The 1100 staff members at eight schools provide innovative quality education to more than 7000 students with a focus on global citizenship. 1 About The European School The Hague (ESH) The European School The Hague is a unique school. We were established in 2012 to educate the children of employees of European Union institutions. We provide a multilingual and multicultural education to Early Years, Primary and Secondary school children culminating in the European Baccalaureate. We are an officially Accredited European School, partly administered and financed by the Dutch national education system, and accredited by the Board of Governors of the European Schools since December 2012. We are part of the Rijnlands Lyceum Foundation. ESH Primary is conveniently situated in between the city centre and the beach of Scheveningen. ESH Secondary is located 4,5 km from ESH Primary and 10 minutes by bike from Central Station. Our vision is to… Inspire students to be responsible, future focused, proactive citizens of Europe and the world. Our mission is to… Provide a positive, open-minded community that fosters ambition through rich cultural and academic opportunities, inspiring lifelong learning. Our ESH community is… Enriched by our multicultural and multilingual staff, students and parents as we connect, collaborate and celebrate a culture of learning. 2 Our core values Provide the foundation of how the ESH community, staff, students and families achieve our mission. -
Linus J. Guillory Jr., Phd, Chief Schools Officer DATE
Linus J. Guillory Jr., PhD LOWELL PUBLIC SCHOOLS Chief Schools Officer Phone: (978) 674-2163 155 Merrimack Street E-mail: [email protected] Lowell, Massachusetts 01852 TO: Dr. Joel Boyd, Superintendent of Schools FROM: Linus J. Guillory Jr., PhD, Chief Schools Officer DATE: September 27, 2019 RE: Update on the Latin Lyceum The following report is in response to a motion by Gerard Nutter & Andy Descoteaux: Administration to explain the change in philosophy regarding class location for the Latin Lyceum and Freshman Academy. Robert DeLossa prepared a response for Head of Lowell High School Busteed. The entirety of the response is reflected herein. From: Robert DeLossa To: Marianne Busteed Date: 25 September 2019 RE: Response to School Committee Motion with regard to the change of Freshman location to FA for Lyceum Students With regard to the question of whether the decision to house the teachers of Freshman Lyceum students in the Freshman Academy reflected a change of philosophy underlying the Lowell Latin Lyceum, I can state categorically that it did not. The underlying philosophy of the LLL remains the same as it has since the beginning of the Lyceum. Below I will point to two different areas to consider. The first is that the move to the Freshman Academy actually is more consistent with the philosophy of the Lyceum than the previous arrangement. Second, the move to the Freshman Academy better supports the individual needs of Lyceum students, who because of their academic giftedness and creativity, often need more social-emotional support than the previous arrangement provided. That support is physically located in the Freshman Academy. -
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. -
Partner Schools Art & Design
Art&Design Partner Institutions Erasmus Code Country City Institute A LINZ02 Austria Linz University of Art and Design A WIEN07 Austria Vienna University of Applied Arts Vienna ARTESIS PLANTIJN HOGESCHOOL B ANTWERP62 Belgium Antwerpen ANTWERPEN Brugge / Vives Katholieke Hogeschool Brugge - B BRUGGE11 Belgium Oostende Oostende B BRUSSEL43 Belgium Brussels/Ghent LUCA ( vroeger Hogeschool Sint-Lukas Brussel) B GENT25 Belgium Ghent Hogeschool Gent, School of Arts – KASK B HASSELT22 Belgium Hasselt PIXL University College Film and tv school of Academy of performing CZ PRAHA04 Czech Republic Prague arts in Prague (FAMU) D BRAUNSC02 Germany Braunschweig Hochschule für Bildende Künste Braunschweig D DUSSELD03 Germany Dusseldorf Fachhochschule Düsseldorf D HALLE03 Germany Halle Burg Giebichenstein Kunsthochschule Halle Staatliche Hochschule fur Gestaltung D KARLSRU06 Germany Karlsruhe Karlsruhe D KOBLENZ01 Germany Koblenz UNIVERSITY OF APPLIED SCIENCES KOBLENZ D MAINZ08 Germany Mainz Fachhochschule Mainz Schwäbisch D SCHWA02 Germany Hochschule für Gestaltung Schwäbisch Gmünd Gmünd D TRIER02 Germany Trier Hochschule Trier DK Denmark Kopenhagen Danmarks Designskole KOBENHA59 DK Denmark Kolding Kolding School of Design KOLDING07 E BARCELO02 Spain Barcelona Escola Massana Centre d'Art i Disseny E CIUDAR 01 Spain Cuenca Universidad de Castilla la Mancha (UCLM) Version January 2020 E MADRID03 Spain Madrid Universidad Complutense de Madrid E MADRID197 Spain Madrid Centro Universitario de Artes TAI La Escola d'Art i Superior de Disseny de E VALENCI13 Spain -
Teacher Education Policies and Programs in Pakistan
TEACHER EDUCATION POLICIES AND PROGRAMS IN PAKISTAN: THE GROWTH OF MARKET APPROACHES AND THEIR IMPACT ON THE IMPLEMENTATION AND THE EFFECTIVENESS OF TRADITIONAL TEACHER EDUCATION PROGRAMS By Fida Hussain Chang A DISSERTATION Submitted to Michigan State University in partial fulfillment of the requirements for the degree of Curriculum, Instruction, and Teacher Education - Doctor of Philosophy 2014 ABSTRACT TEACHER EDUCATION POLICIES AND PROGRAMS IN PAKISTAN: THE GROWTH OF MARKET APPROACHES AND THEIR IMPACT ON THE IMPLEMENTATION AND THE EFFECTIVENESS OF TRADITIONAL TEACHER EDUCATION PROGRAMS By Fida Hussain Chang Two significant effects of globalization around the world are the decentralization and liberalization of systems, including education services. In 2000, the Pakistani Government brought major higher education liberalization and expansion reforms by encouraging market approaches based on self-financed programs. These approaches have been particularly important in the area of teacher education and development. The Pakistani Government data reports (AEPAM Islamabad) on education show vast growth in market-model off-campus (open and distance) post-baccalaureate teacher education programs in the last fifteen years. Many academics and scholars have criticized traditional off-campus programs for their low quality; new policy reforms in 2009, with the support of USAID, initiated the four-year honors program, with the intention of phasing out all traditional programs by 2018. However, the new policy still allows traditional off-campus market-model programs to be offered. This important policy reform juncture warrants empirical research on the effectiveness of traditional programs to inform current and future policies. Thus, this study focused on assessing the worth of traditional and off-campus programs, and the effects of market approaches, on the implementation of traditional post-baccalaureate teacher education programs offered by public institutions in a southern province of Pakistan. -
Mathematicians
MATHEMATICIANS [MATHEMATICIANS] Authors: Oliver Knill: 2000 Literature: Started from a list of names with birthdates grabbed from mactutor in 2000. Abbe [Abbe] Abbe Ernst (1840-1909) Abel [Abel] Abel Niels Henrik (1802-1829) Norwegian mathematician. Significant contributions to algebra and anal- ysis, in particular the study of groups and series. Famous for proving the insolubility of the quintic equation at the age of 19. AbrahamMax [AbrahamMax] Abraham Max (1875-1922) Ackermann [Ackermann] Ackermann Wilhelm (1896-1962) AdamsFrank [AdamsFrank] Adams J Frank (1930-1989) Adams [Adams] Adams John Couch (1819-1892) Adelard [Adelard] Adelard of Bath (1075-1160) Adler [Adler] Adler August (1863-1923) Adrain [Adrain] Adrain Robert (1775-1843) Aepinus [Aepinus] Aepinus Franz (1724-1802) Agnesi [Agnesi] Agnesi Maria (1718-1799) Ahlfors [Ahlfors] Ahlfors Lars (1907-1996) Finnish mathematician working in complex analysis, was also professor at Harvard from 1946, retiring in 1977. Ahlfors won both the Fields medal in 1936 and the Wolf prize in 1981. Ahmes [Ahmes] Ahmes (1680BC-1620BC) Aida [Aida] Aida Yasuaki (1747-1817) Aiken [Aiken] Aiken Howard (1900-1973) Airy [Airy] Airy George (1801-1892) Aitken [Aitken] Aitken Alec (1895-1967) Ajima [Ajima] Ajima Naonobu (1732-1798) Akhiezer [Akhiezer] Akhiezer Naum Ilich (1901-1980) Albanese [Albanese] Albanese Giacomo (1890-1948) Albert [Albert] Albert of Saxony (1316-1390) AlbertAbraham [AlbertAbraham] Albert A Adrian (1905-1972) Alberti [Alberti] Alberti Leone (1404-1472) Albertus [Albertus] Albertus Magnus -
The Conversion of Skepticism in Augustine's Against the Academics the Conversion of Skepticism in Augustine"S Against the Academics
THE CONVERSION OF SKEPTICISM IN AUGUSTINE'S AGAINST THE ACADEMICS THE CONVERSION OF SKEPTICISM IN AUGUSTINE"S AGAINST THE ACADEMICS BY BERNARD NEWMAN WILLS, B.A., M.A. A THESIS Submitted to the School of Graduate Studies in Partial Fulfilment of the Requirements for the Degree Doctor ofPhilosophy McMaster University C Copyright by Bernard Newman Wills DOCTOR OF PHILOSOPHY (2003) McMaster University (Religious Studies) Hamilton, Ontario TITLE: The Conversion of Skepticism in Augustine's Against the Academics AUTHOR: Bernard Newman Wills, B.A., M.A. SUPERVISOR: Dr. P. Travis Kroeker NUMBER OF PAGES: v, 322 ABSTRACT This thesis examines Augustine's relation to Academic Skepticism through a detailed commentary on the dialogue Against the Academics. In it is demonstrated the significance of epistemological themes for Augustine and their inseparability from practical and religious concerns. It is also shown how these issues unfold within the logic ofAugustine's trinitarianism, which informs the argument even ofhis earliest works. This, in turn, demonstrates the depth of the young Augustine's engagement with Christian categories in works often thought to be determined wholly, or almost wholly, by the logic of Plotinian Neo-Platonism. ACKNOWLEDGEMENTS I would like to thank my supervisor Dr. Travis Kroeker for his advice and considerable patience: my readers Dr. Peter Widdicome and Dr. Zdravko Planinc: Dr. David Peddle for several useful suggestions and general encouragement: Dr. Dennis House for teaching me the art of reading dialogues: Mr. Danny Howlett for his editorial assistance: Grad Students and Colleagues at Memorial University of Newfoundland and, in a category all their own, my longsuffering wife Jean and three boisterous children Kristin, Jeremy and Thomas. -
Language Logic and Reality: a Stoic Perspective (Spring 2013)
Language Logic and Reality: A Stoic Perspective Aaron Tuor History of Lingustics WWU Spring 2013 1 Language, Logic, and Reality: A Stoic perspective Contents 1 Introduction: The Tripartite Division of Stoic Philosophy.............................3 2 Stoic Physics...................................................................................................4 3 Stoic Dialectic.................................................................................................4 3.1 A Stoic Theory of Mind: Logos and presentations..........................4 3.2 Stoic Philosophy of Language: Lekta versus linguistic forms.........6 3.3 Stoic Logic.......................................................................................7 3.3.1 Simple and Complex Axiomata........................................7 3.3.2 Truth Conditions and Sentence Connectives....................8 3.3.3 Inference Schemata and Truths of Logic..........................9 3.4 Stoic Theory of Knowledge.............................................................10 3.4.1 Truth..................................................................................10 3.4.2 Knowledge........................................................................11 4 Conclusion: Analysis of an eristic argument..................................................12 4.1 Hermogenes as the Measure of "Man is the measure."...................13 Appendix I: Truth Tables and Inference Schemata...........................................17 Appendix II: Diagram of Communication.........................................................18 -
15 Famous Greek Mathematicians and Their Contributions 1. Euclid
15 Famous Greek Mathematicians and Their Contributions 1. Euclid He was also known as Euclid of Alexandria and referred as the father of geometry deduced the Euclidean geometry. The name has it all, which in Greek means “renowned, glorious”. He worked his entire life in the field of mathematics and made revolutionary contributions to geometry. 2. Pythagoras The famous ‘Pythagoras theorem’, yes the same one we have struggled through in our childhood during our challenging math classes. This genius achieved in his contributions in mathematics and become the father of the theorem of Pythagoras. Born is Samos, Greece and fled off to Egypt and maybe India. This great mathematician is most prominently known for, what else but, for his Pythagoras theorem. 3. Archimedes Archimedes is yet another great talent from the land of the Greek. He thrived for gaining knowledge in mathematical education and made various contributions. He is best known for antiquity and the invention of compound pulleys and screw pump. 4. Thales of Miletus He was the first individual to whom a mathematical discovery was attributed. He’s best known for his work in calculating the heights of pyramids and the distance of the ships from the shore using geometry. 5. Aristotle Aristotle had a diverse knowledge over various areas including mathematics, geology, physics, metaphysics, biology, medicine and psychology. He was a pupil of Plato therefore it’s not a surprise that he had a vast knowledge and made contributions towards Platonism. Tutored Alexander the Great and established a library which aided in the production of hundreds of books. -
Chapter Two Democritus and the Different Limits to Divisibility
CHAPTER TWO DEMOCRITUS AND THE DIFFERENT LIMITS TO DIVISIBILITY § 0. Introduction In the previous chapter I tried to give an extensive analysis of the reasoning in and behind the first arguments in the history of philosophy in which problems of continuity and infinite divisibility emerged. The impact of these arguments must have been enormous. Designed to show that rationally speaking one was better off with an Eleatic universe without plurality and without motion, Zeno’s paradoxes were a challenge to everyone who wanted to salvage at least those two basic features of the world of common sense. On the other hand, sceptics, for whatever reason weary of common sense, could employ Zeno-style arguments to keep up the pressure. The most notable representative of the latter group is Gorgias, who in his book On not-being or On nature referred to ‘Zeno’s argument’, presumably in a demonstration that what is without body and does not have parts, is not. It is possible that this followed an earlier argument of his that whatever is one, must be without body.1 We recognize here what Aristotle calls Zeno’s principle, that what does not have bulk or size, is not. Also in the following we meet familiar Zenonian themes: Further, if it moves and shifts [as] one, what is, is divided, not being continuous, and there [it is] not something. Hence, if it moves everywhere, it is divided everywhere. But if that is the case, then everywhere it is not. For it is there deprived of being, he says, where it is divided, instead of ‘void’ using ‘being divided’.2 Gorgias is talking here about the situation that there is motion within what is. -
Atlantis: Myths, Ancient and Modern Harold Tarrant Abstract in This Paper I Show That the Story of Atlantis, First Sketched in P
Atlantis: Myths, Ancient and Modern Harold Tarrant Abstract In this paper I show that the story of Atlantis, first sketched in Plato's Timaeus and Critias, has been artificially shrouded in mystery since antiquity. While it has been thought from Proclus to the close of the twentieth century that Plato's immediate followers were divided on the issue of whether the story was meant to be historically true, this results from a simple misunderstanding of what historia had meant when the early Academic Crantor was first being cited as an exponent of a literal rather than an allegorical interpretation. The term was then applied to straightforward stories that were told as if they were true. Iamblichus argued for a deeper meaning that did not exclude the truth, and Proclus' belief in an inspired Plato leads him to assume that a Platonic historia must be true. Hence he misreads Crantor as having been committed to historical truth and opposes him to allegorical interpreters. Scholars have continued to see Crantor as a proponent of the historical Atlantis without adequate examination of the evidence, an indication of our own need to preserve the tantalizing uncertainties of such powerful stories. I. Introduction Human beings, it seems, have a natural need for myth, a need that has not passed with the advent of the written word, but rather mutated. The advent of modern science, offering strikingly new ways of explaining the workings of our world, has not overridden the need to hear a plausible account of how this world began, as if we still need a narrative of its birth in order to understand how it is. -
Being the Treatises of the First Ennead With
Tufts College Library FROM THE INCOME OF THE SHIPMAN MEMORIAL FUND Digitized by the Internet Archive in 2016 https://archive.org/details/ethicaltreatises01plot I f ; « li s’ I I V Oo dum 5l<5ipe 0(^ i on6fu\ tiA h-6ipe^nn, 1 nDoriin^id-Dpoc t)jiile-^i!;4-CU-iC tioni, Sciopin tTiAC-ennii. TIo'dUaij 1916. LOTINUS: THE ETHICAL TREATISES BEING THE TREATISES OF THE FIRST ENNEAD WITH PORPHYRY’S LIFE OF PLOTINUS, AND THE PRELLER-RITTER EXTRACTS FORMING A CONSPECTUS OF THE PLOTINIAN SYSTEM, TRANSLATED FROM THE GREEK BY STEPHEN MACKENNA CHARLES T. BRANFORD COMPANY BOSTON, MASSACHUSETTS /1>.L % k95 ,E5 ,M-b v.l CONTENTS I'AQP. Porphyry’s Life of Plotinus ....... i THE BOOKS OF THE FIRST ENNEAD I. The Animate and the Man . .29 . II. On Virtue . • 41 III. Dialectic (or The Upward Way) . -.50 IV. On Happiness (or The Authentic Good of Life) . V. On Happiness and Extension of Time . -72 VI. On Beauty . *77 VII. On the Primal Good and its Secondary Forms . .89 VIII. On Evil, Its Nature and Source . .92 IX. On “The Reasoned Dismissal” ...... 108 BIBLIOGRAPHY AND EXPLANATORY MATTER Text, Previous Tr.\nslations . -113 Method of this Translation . .114 Commentaries ......... 116 Terminology ......... 117 The Divine Names ........ 118 The One .......... n8 The Intellectual-Principle ....... 119 The All-Soul ......... 120 The Divine-Triad as a Unity ....... 120 The Gods and Daimones ....... 121 • Man ; His Nature, Powers and Destiny ..... 121 Evil and Matter ........ 123 Morality ......... 123 The Term and the Way ....... 124 Minor Points of Terminology ....... 124 THE PRELLER-RITTER CONSPECTUS OF THE PLOTINIAN SYSTEM I.