Saint Augustine of Hippo, Arithmology, and the Numerical Structure of the Confessions
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Toolbox Project
the Toolbox project TOOLS FOR LEARNING • TOOLS FOR LIFE Building(children’s(resilience,(self1mastery,(and(empathy(for(others( What%is%Toolbox?% Filling&a&gap&in&today’s&educational&assumptions,&Toolbox,&by& The 12 Tools Dovetail&Learning,&honors&children’s&innate&capacity&for&managing& Breathing Tool their&own&emotional,&social,&and&academic&success&by&g iving&them& Quiet/Safe Place Tool tools&that&empower&them.& Listening Tool Empathy Tool The&Toolbox&curriculum&teaches&12&simple&yet&powerful&“Tools.”&& Personal Space Tool With&practice&and&in&a&classroom&community&that&shares&them,&these& Using Our Words Tool inner&skills&become&important&personal&and&social&proficiencies&for:&& Garbage Can Tool selfEawareness,&selfEmanagement,&healthy&relationships,&and& Taking Time Tool responsible&decisionEmaking.&&The&common&language&and&practices & Please & Thank You Tool of&Toolbox&help&children&quickly&adopt&the&T ools&and&use&them&with& Apology & Forgiveness Tool autonomy,&resilience,&and&selfEmastery. & Patience Tool Courage Tool Toolbox&starts&with&the&individual&child,&building&selfEknowledge&and& selfEtrust;&it&quickly&creates&improvements&in&communication,&civility& and&conflict&resolution&in&the&classroom,&on&the&playground,&and& across&the&whole&school&community.&&Toolbox&is&an&upstream& prevention/intervention&program&that&restores&hope&and&optimism&to& “Of all the programs on the Federal lists, Toolbox is the teachers,&children,&and&their&families. & only one that teaches Academic%and%Life%Success% children about their own Toolbox&is&a&discovery&that&offers&a&coreEsolution&in&education,& -
Augustine on Knowledge
Augustine on Knowledge Divine Illumination as an Argument Against Scepticism ANITA VAN DER BOS RMA: RELIGION & CULTURE Rijksuniversiteit Groningen Research Master Thesis s2217473, April 2017 FIRST SUPERVISOR: dr. M. Van Dijk SECOND SUPERVISOR: dr. dr. F.L. Roig Lanzillotta 1 2 Content Augustine on Knowledge ........................................................................................................................ 1 Acknowledgements ................................................................................................................................ 4 Preface .................................................................................................................................................... 5 Abstract ................................................................................................................................................... 6 Introduction ............................................................................................................................................ 7 The life of Saint Augustine ................................................................................................................... 9 The influence of the Contra Academicos .......................................................................................... 13 Note on the quotations ........................................................................................................................ 14 1. Scepticism ........................................................................................................................................ -
“So Many Voices”: the Piety of Monica, Mother of Augustine MATTHEW HASTE
JDFM 4.1 (2013): 6-10 “So many voices”: The Piety of Monica, Mother of Augustine MATTHEW HASTE In The History of St. Monica, Émile often built on hagiographic depictions, are common in Matthew 6 Haste is a PhD Bougaud (1823–1888) introduced the many Catholic biographies of Augustine’s mother. candidate his subject with the lofty claim that At the other end of the spectrum, modern secular in Biblical readers should sing such a biography scholars have examined Monica from seemingly every Spirituality at 1 the Southern rather than read it. Believing Monica angle and yet few have focused on her personal piety. Baptist had possessed “the most beautiful love From Elizabeth Clark’s literary theory study of the Theological Seminary in that perhaps ever existed,” Bougaud “Monica-functions” in Confessions to Anne-Marie Bow- Louisville, Kentucky, where he also serves in Ministry encouraged mothers to look to her ery’s conclusion that Monica provides “the feminine Connections. He previously example and recognize “how divine face of Christ,” many of these works reveal more about served as the Adult is the strength with which God has the presuppositions of the author than Monica.7 Discipleship Pastor of Living endowed them in the interest of their Modern readers of Augustine’s may Hope Baptist Church in Confessions 2 Bowling Green, Kentucky. children’s eternal salvation.” While wonder if there are other options for appreciating this such a statement may sound admi- fourth-century woman. To put it more bluntly, one rable, Bougaud goes on to explain might ask, “What can an evangelical Protestant learn that a mother’s divine strength con- from Monica, the mother of Augustine?” This essay will sists of her ability to bring about her endeavor to answer that question by examining the life children’s salvation through her own and piety of Monica as set forth in Confessions, with steadfast will.3 Bougaud continues, particular reference to her final days recounted in Book “As regards the life of the body, a 9.17–37. -
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. -
Normative Perfectionism and the Kantian Tradition
volume 19, no. 45 erfectionist ethical theories ground moral demands in the per- october 2019 fection or full realization of one’s essential nature.1 Perfection- P ism has a rich history. Perfectionist ideas can be found in Aristo- tle, the Stoics, Maimonides, Aquinas, Malebranche, Spinoza, Leibniz, von Humboldt, J. S. Mill, F. H. Bradley, T. H. Green, Nietzsche, and Marx, among others. Though individual perfectionist figures have received significant attention, their perfectionism has not always enjoyed the Normative Perfectionism same focus. Perfectionism has not been studied thoroughly as a dis- tinctive tradition, and it remains a neglected option in contemporary moral and political philosophy.2 This neglect may reflect doubts about the justification, content, and implications of perfectionist ideals. and the Kantian Tradition Different conceptions of perfectionism result from different con- ceptions of human nature. Some perfectionists and their critics un- derstand human nature as a biological kind. However, that conception of perfectionism gives rise to legitimate foundational doubts about whether there is anything substantive that is essential to human na- ture and whether, if there is, it would be normatively compelling. A different strand in the perfectionist tradition grounds perfectionist ide- als in a normative conception of human nature as involving personal- ity or agency. Normative perfectionism is a distinctive conception within 1. An earlier version of this material was presented at Sheffield University as part of a 2014 conference on Post-Kantian Perfectionism; a 2015 University of Pennsylvania conference on Ancient and Modern Conceptions of Happiness; David O. Brink Ohio and St. Louis Universities; a 2016 UCSD conference, Perfectionism: Ancient and Modern; the Chinese University of Hong Kong; and the 2019 University of California San Diego Pacific Division Meetings of the APA. -
Kant's Theory of Knowledge and Hegel's Criticism
U.Ü. FEN-EDEBİYAT FAKÜLTESİ SOSYAL BİLİMLER DERGİSİ Yıl: 2, Sayı: 2, 2000-2001 KANT’S THEORY OF KNOWLEDGE AND HEGEL’S CRITICISM A. Kadir ÇÜÇEN* ABSTRACT Kant inquires into the possibility, sources, conditions and limits of knowledge in the tradition of modern philosophy. Before knowing God, being and reality, Kant, who aims to question what knowledge is, explains the content of pure reason. He formalates a theory of knowledge but his theory is neither a rationalist nor an empiricist theory of knowledge. He investigates the structure of knowledge, the possible conditions of experience and a priori concepts and categories of pure reason; so he makes a revolution like that of Copernicus . Hegel, who is one of proponents of the German idealism, criticizes the Kantian theory of knowledge for “wanting to know before one knows”. For Hegel, Kant’s a priori concepts and categories are meaningless and empty. He claims that the unity of subject and object has been explained in that of the “Absolute”. Therefore, the theory of knowledge goes beyond the dogmatism of the “thing-in- itself” and the foundations of mathematics and natural sciences; and reaches the domain of absolute knowledge. Hegel’s criticism of Kantian theory of knowledge opens new possibilities for the theory of knowledge in our age. ÖZET Kant’ın Bilgi Kuramı ve Hegel’in Eleştirisi Modern felsefe geleneği çerçevesinde Kant, bilginin imkânını, kaynağını, kapsamını ve ölçütlerini ele alarak, doğru bilginin sınırlarını irdelemiştir. Tanrı’yı, varlığı ve gerçekliği bilmeden önce, bilginin neliğini sorgulamayı kendine amaç edinen Kant, saf aklın içeriğini incelemiştir. Saf aklın a priori kavram ve kategorilerini, deneyin görüsünü ve bilgi yapısını veren, fakat ne usçu ne de deneyci * Uludag University, Faculty of Sciences and Letters, Dept. -
The Modal Logic of Potential Infinity, with an Application to Free Choice
The Modal Logic of Potential Infinity, With an Application to Free Choice Sequences Dissertation Presented in Partial Fulfillment of the Requirements for the Degree Doctor of Philosophy in the Graduate School of The Ohio State University By Ethan Brauer, B.A. ∼6 6 Graduate Program in Philosophy The Ohio State University 2020 Dissertation Committee: Professor Stewart Shapiro, Co-adviser Professor Neil Tennant, Co-adviser Professor Chris Miller Professor Chris Pincock c Ethan Brauer, 2020 Abstract This dissertation is a study of potential infinity in mathematics and its contrast with actual infinity. Roughly, an actual infinity is a completed infinite totality. By contrast, a collection is potentially infinite when it is possible to expand it beyond any finite limit, despite not being a completed, actual infinite totality. The concept of potential infinity thus involves a notion of possibility. On this basis, recent progress has been made in giving an account of potential infinity using the resources of modal logic. Part I of this dissertation studies what the right modal logic is for reasoning about potential infinity. I begin Part I by rehearsing an argument|which is due to Linnebo and which I partially endorse|that the right modal logic is S4.2. Under this assumption, Linnebo has shown that a natural translation of non-modal first-order logic into modal first- order logic is sound and faithful. I argue that for the philosophical purposes at stake, the modal logic in question should be free and extend Linnebo's result to this setting. I then identify a limitation to the argument for S4.2 being the right modal logic for potential infinity. -
A History of Cynicism
A HISTORY OF CYNICISM Downloaded from https://www.holybooks.com Downloaded from https://www.holybooks.com A HISTORY OF CYNICISM From Diogenes to the 6th Century A.D. by DONALD R. DUDLEY F,llow of St. John's College, Cambrid1e Htmy Fellow at Yale University firl mll METHUEN & CO. LTD. LONDON 36 Essex Street, Strand, W.C.2 Downloaded from https://www.holybooks.com First published in 1937 PRINTED IN GREAT BRITAIN Downloaded from https://www.holybooks.com PREFACE THE research of which this book is the outcome was mainly carried out at St. John's College, Cambridge, Yale University, and Edinburgh University. In the help so generously given to my work I have been no less fortunate than in the scenes in which it was pursued. I am much indebted for criticism and advice to Professor M. Rostovtseff and Professor E. R. Goodonough of Yale, to Professor A. E. Taylor of Edinburgh, to Professor F. M. Cornford of Cambridge, to Professor J. L. Stocks of Liverpool, and to Dr. W. H. Semple of Reading. I should also like to thank the electors of the Henry Fund for enabling me to visit the United States, and the College Council of St. John's for electing me to a Research Fellowship. Finally, to• the unfailing interest, advice and encouragement of Mr. M. P. Charlesworth of St. John's I owe an especial debt which I can hardly hope to repay. These acknowledgements do not exhaust the list of my obligations ; but I hope that other kindnesses have been acknowledged either in the text or privately. -
Life with Augustine
Life with Augustine ...a course in his spirit and guidance for daily living By Edmond A. Maher ii Life with Augustine © 2002 Augustinian Press Australia Sydney, Australia. Acknowledgements: The author wishes to acknowledge and thank the following people: ► the Augustinian Province of Our Mother of Good Counsel, Australia, for support- ing this project, with special mention of Pat Fahey osa, Kevin Burman osa, Pat Codd osa and Peter Jones osa ► Laurence Mooney osa for assistance in editing ► Michael Morahan osa for formatting this 2nd Edition ► John Coles, Peter Gagan, Dr. Frank McGrath fms (Brisbane CEO), Benet Fonck ofm, Peter Keogh sfo for sharing their vast experience in adult education ► John Rotelle osa, for granting us permission to use his English translation of Tarcisius van Bavel’s work Augustine (full bibliography within) and for his scholarly advice Megan Atkins for her formatting suggestions in the 1st Edition, that have carried over into this the 2nd ► those generous people who have completed the 1st Edition and suggested valuable improvements, especially Kath Neehouse and friends at Villanova College, Brisbane Foreword 1 Dear Participant Saint Augustine of Hippo is a figure in our history who has appealed to the curiosity and imagination of many generations. He is well known for being both sinner and saint, for being a bishop yet also a fellow pilgrim on the journey to God. One of the most popular and attractive persons across many centuries, his influence on the church has continued to our current day. He is also renowned for his influ- ence in philosophy and psychology and even (in an indirect way) art, music and architecture. -
Cantor on Infinity in Nature, Number, and the Divine Mind
Cantor on Infinity in Nature, Number, and the Divine Mind Anne Newstead Abstract. The mathematician Georg Cantor strongly believed in the existence of actually infinite numbers and sets. Cantor’s “actualism” went against the Aristote- lian tradition in metaphysics and mathematics. Under the pressures to defend his theory, his metaphysics changed from Spinozistic monism to Leibnizian volunta- rist dualism. The factor motivating this change was two-fold: the desire to avoid antinomies associated with the notion of a universal collection and the desire to avoid the heresy of necessitarian pantheism. We document the changes in Can- tor’s thought with reference to his main philosophical-mathematical treatise, the Grundlagen (1883) as well as with reference to his article, “Über die verschiedenen Standpunkte in bezug auf das aktuelle Unendliche” (“Concerning Various Perspec- tives on the Actual Infinite”) (1885). I. he Philosophical Reception of Cantor’s Ideas. Georg Cantor’s dis- covery of transfinite numbers was revolutionary. Bertrand Russell Tdescribed it thus: The mathematical theory of infinity may almost be said to begin with Cantor. The infinitesimal Calculus, though it cannot wholly dispense with infinity, has as few dealings with it as possible, and contrives to hide it away before facing the world Cantor has abandoned this cowardly policy, and has brought the skeleton out of its cupboard. He has been emboldened on this course by denying that it is a skeleton. Indeed, like many other skeletons, it was wholly dependent on its cupboard, and vanished in the light of day.1 1Bertrand Russell, The Principles of Mathematics (London: Routledge, 1992 [1903]), 304. -
Leibniz and the Infinite
Quaderns d’Història de l’Enginyeria volum xvi 2018 LEIBNIZ AND THE INFINITE Eberhard Knobloch [email protected] 1.-Introduction. On the 5th (15th) of September, 1695 Leibniz wrote to Vincentius Placcius: “But I have so many new insights in mathematics, so many thoughts in phi- losophy, so many other literary observations that I am often irresolutely at a loss which as I wish should not perish1”. Leibniz’s extraordinary creativity especially concerned his handling of the infinite in mathematics. He was not always consistent in this respect. This paper will try to shed new light on some difficulties of this subject mainly analysing his treatise On the arithmetical quadrature of the circle, the ellipse, and the hyperbola elaborated at the end of his Parisian sojourn. 2.- Infinitely small and infinite quantities. In the Parisian treatise Leibniz introduces the notion of infinitely small rather late. First of all he uses descriptions like: ad differentiam assignata quavis minorem sibi appropinquare (to approach each other up to a difference that is smaller than any assigned difference)2, differat quantitate minore quavis data (it differs by a quantity that is smaller than any given quantity)3, differentia data quantitate minor reddi potest (the difference can be made smaller than a 1 “Habeo vero tam multa nova in Mathematicis, tot cogitationes in Philosophicis, tot alias litterarias observationes, quas vellem non perire, ut saepe inter agenda anceps haeream.” (LEIBNIZ, since 1923: II, 3, 80). 2 LEIBNIZ (2016), 18. 3 Ibid., 20. 11 Eberhard Knobloch volum xvi 2018 given quantity)4. Such a difference or such a quantity necessarily is a variable quantity. -
Guidelines for Writing Your Exegesis Paper of a Psalm
1 Guidelines for Writing an Exegesis Paper Prepared by Ross Cole, March 28, 2011 The Goal of Exegesis An exegesis paper attempts to understand a passage in terms of its original context. Our goal in ministry is to apply the text to our present context. Application is not the same thing as exegesis. Nevertheless, exegesis must come first, if we as inspiring yet uninspired teachers are to make accurate applications to contemporary situations. Organizing Your Paper Exegesis is normally defined in terms of three contexts: Historical context Literary context Linguistic Context There are characteristically a number steps involved in establishing each of these, and we will here deal with each of them in order. However, these contexts and steps are listed in an order, simply because it is impossible to describe them all in one breath. There is nothing sacred about the sequence, and each context and step may interact with other contexts and steps. There may be better ways of organizing the final paper than just following the order below. What is important is that the paper needs to exhibit a logical flow. By the end of the paper, you need to present a wholistic understanding of the passage, in accordance with how the first readers/listeners would have understood it. It should not be like a string of disconnected beads (as one lecturer describe an exegesis paper I did as an undergraduate student). It should instead be like a stew with the aromas of the different ingredients mixed together. Use of Sources The exegetical methodology here described is meant to give you a certain independence from commentaries and other sources.