On the History of Logic in the Russian Empire (1850–1917) O
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
The Epistle of St
The Epistle of St. Demetrios Greek Orthodox Church January 2020 Pastoral Thoughts By Fr. Andrew Lentz How To Achieve Your New Year’s Resolution Has Fr. Andy sold out? (Yeah, there’s a cross sponsorship on my vestments now.) Is he about to sell me a gym membership? (Our church does have a gym.) Maybe he’s announcing a new book he published! (No, but I do have a really old one that I’d love for you to read more often!) I know the title of this article looks like it’s just a catchy phrase…and that’s because it is. 76% of all readers that are captured by a title and read to the 5th sentence end up reading the entire article. That being said, 82% of all statistics are made up. But you’re still reading at this point, so I’ll go on and satisfy your curiosity! You may be among the approximately 44% of Americans who make a New Year’s resolution. This statistic is actually real according a Marist Poll taken in December 2016, but the figure fluctuates from year to year between 39-45%. The top resolutions fall into one of four categories: self-improvement or education related, weight related, money related, or relationship related resolutions. If you’re a real New Year’s resolution zealot, you might even make more than one resolution, but no matter how many resolutions you make, you’re highly likely to be among the 88% that don’t fulfill their resolution(s), and so here you are still reading this article. -
An Old Believer ―Holy Moscow‖ in Imperial Russia: Community and Identity in the History of the Rogozhskoe Cemetery Old Believers, 1771 - 1917
An Old Believer ―Holy Moscow‖ in Imperial Russia: Community and Identity in the History of the Rogozhskoe Cemetery Old Believers, 1771 - 1917 Dissertation Presented in Partial Fulfillment of the Requirements for the Doctoral Degree of Philosophy in the Graduate School of The Ohio State University By Peter Thomas De Simone, B.A., M.A Graduate Program in History The Ohio State University 2012 Dissertation Committee: Nicholas Breyfogle, Advisor David Hoffmann Robin Judd Predrag Matejic Copyright by Peter T. De Simone 2012 Abstract In the mid-seventeenth century Nikon, Patriarch of Moscow, introduced a number of reforms to bring the Russian Orthodox Church into ritualistic and liturgical conformity with the Greek Orthodox Church. However, Nikon‘s reforms met staunch resistance from a number of clergy, led by figures such as the archpriest Avvakum and Bishop Pavel of Kolomna, as well as large portions of the general Russian population. Nikon‘s critics rejected the reforms on two key principles: that conformity with the Greek Church corrupted Russian Orthodoxy‘s spiritual purity and negated Russia‘s historical and Christian destiny as the Third Rome – the final capital of all Christendom before the End Times. Developed in the early sixteenth century, what became the Third Rome Doctrine proclaimed that Muscovite Russia inherited the political and spiritual legacy of the Roman Empire as passed from Constantinople. In the mind of Nikon‘s critics, the Doctrine proclaimed that Constantinople fell in 1453 due to God‘s displeasure with the Greeks. Therefore, to Nikon‘s critics introducing Greek rituals and liturgical reform was to invite the same heresies that led to the Greeks‘ downfall. -
The Etienne Gilson Series 21
The Etienne Gilson Series 21 Remapping Scholasticism by MARCIA L. COLISH 3 March 2000 Pontifical Institute of Mediaeval Studies This lecture and its publication was made possible through the generous bequest of the late Charles J. Sullivan (1914-1999) Note: the author may be contacted at: Department of History Oberlin College Oberlin OH USA 44074 ISSN 0-708-319X ISBN 0-88844-721-3 © 2000 by Pontifical Institute of Mediaeval Studies 59 Queen’s Park Crescent East Toronto, Ontario, Canada M5S 2C4 Printed in Canada nce upon a time there were two competing story-lines for medieval intellectual history, each writing a major role for scholasticism into its script. Although these story-lines were O created independently and reflected different concerns, they sometimes overlapped and gave each other aid and comfort. Both exerted considerable influence on the way historians of medieval speculative thought conceptualized their subject in the first half of the twentieth cen- tury. Both versions of the map drawn by these two sets of cartographers illustrated what Wallace K. Ferguson later described as “the revolt of the medievalists.”1 One was confined largely to the academy and appealed to a wide variety of medievalists, while the other had a somewhat narrower draw and reflected political and confessional, as well as academic, concerns. The first was the anti-Burckhardtian effort to push Renaissance humanism, understood as combining a knowledge and love of the classics with “the discovery of the world and of man,” back into the Middle Ages. The second was inspired by the neo-Thomist revival launched by Pope Leo XIII, and was inhabited almost exclusively by Roman Catholic scholars. -
Laws of Thought and Laws of Logic After Kant”1
“Laws of Thought and Laws of Logic after Kant”1 Published in Logic from Kant to Russell, ed. S. Lapointe (Routledge) This is the author’s version. Published version: https://www.routledge.com/Logic-from-Kant-to- Russell-Laying-the-Foundations-for-Analytic-Philosophy/Lapointe/p/book/9781351182249 Lydia Patton Virginia Tech [email protected] Abstract George Boole emerged from the British tradition of the “New Analytic”, known for the view that the laws of logic are laws of thought. Logicians in the New Analytic tradition were influenced by the work of Immanuel Kant, and by the German logicians Wilhelm Traugott Krug and Wilhelm Esser, among others. In his 1854 work An Investigation of the Laws of Thought on Which are Founded the Mathematical Theories of Logic and Probabilities, Boole argues that the laws of thought acquire normative force when constrained to mathematical reasoning. Boole’s motivation is, first, to address issues in the foundations of mathematics, including the relationship between arithmetic and algebra, and the study and application of differential equations (Durand-Richard, van Evra, Panteki). Second, Boole intended to derive the laws of logic from the laws of the operation of the human mind, and to show that these laws were valid of algebra and of logic both, when applied to a restricted domain. Boole’s thorough and flexible work in these areas influenced the development of model theory (see Hodges, forthcoming), and has much in common with contemporary inferentialist approaches to logic (found in, e.g., Peregrin and Resnik). 1 I would like to thank Sandra Lapointe for providing the intellectual framework and leadership for this project, for organizing excellent workshops that were the site for substantive collaboration with others working on this project, and for comments on a draft. -
Geologists of Russian Origin in the Francophone Countries
Tchoumatchenco, P., Durand-Delga, M., Ricour, J. and Wiazemsky, M., 2016. Geologists of Russian origin in the francophone countries. Boletín Geoló- gico y Minero, 127 (2/3): 711-738 ISSN: 0366-0176 Geologists of Russian origin in the francophone countries Platon Tchoumatchenco(1), † Michel Durand-Delga, Jean Ricour(2) and Michel Wiazemsky(3) (1) Geological Institute, Institute “Acad Str. Dimitrov”, Bulgarian Academy of Sciences, Acad.G. BonchevStr., 24, 1113 Sofia, Bulgaria [email protected] (2) Résidence Valmante F1, 13009 Marseille, France. [email protected] (3) 81 chemin Plan Charles, 74190 Passy, France [email protected] † décédé le 19 août 2012 ABSTRACT Many ethnic Russian geologists have lived and worked in Francophone countries. We describe in this paper the life and career of geologists (i.e. all Earth scientists - geologists, mineralogists, tectonicians, geophysi- cists, geochemists, paleontologists, mining and drilling engineers, hydrogeologists, cosmos - geologists, etc.), regardless of their original nationality (Russians, Ukrainians, Tatars, Germans, etc.) born in the terri- tory of the Russian Empire, the Soviet Union or the Russian Federation. Key words: Russian geologists, Francophone countries, the History of Geology Geólogos de origen ruso en países francófonos RESUMEN Muchos geólogos de etnia rusa han vivido y trabajado en países francófonos. En este trabajo describimos la vida y la carrera de geólogos (esto es, científicos de la Tierra: geólogos, mineralogistas, tectónicistas, geofí- sicos, geoquímicos, paleontólogos, ingenieros de minas y de sondeos, hidrogeólogos, geólogos planeta- rios, etc.) sin tener en cuenta su nacionalidad original (rusos, ucranianos, tártaros, alemanes, etc.) nacidos en el territorio del Imperio Ruso, la Unión Soviética o la Federación Rusa. -
University of Tartu Sign Systems Studies
University of Tartu Sign Systems Studies 32 Sign Systems Studies 32.1/2 Тартуский университет Tartu Ülikool Труды по знаковым системам Töid märgisüsteemide alalt 32.1/2 University of Tartu Sign Systems Studies volume 32.1/2 Editors: Peeter Torop Mihhail Lotman Kalevi Kull M TARTU UNIVERSITY I PRESS Tartu 2004 Sign Systems Studies is an international journal of semiotics and sign processes in culture and nature Periodicity: one volume (two issues) per year Official languages: English and Russian; Estonian for abstracts Established in 1964 Address of the editorial office: Department of Semiotics, University of Tartu Tiigi St. 78, Tartu 50410, Estonia Information and subscription: http://www.ut.ee/SOSE/sss.htm Assistant editor: Silvi Salupere International editorial board: John Deely (Houston, USA) Umberto Eco (Bologna, Italy) Vyacheslav V. Ivanov (Los Angeles, USA, and Moscow, Russia) Julia Kristeva (Paris, France) Winfried Nöth (Kassel, Germany, and Sao Paulo, Brazil) Alexander Piatigorsky (London, UK) Roland Posner (Berlin, Germany) Eero Tarasti (Helsinki, Finland) t Thure von Uexküll (Freiburg, Germany) Boris Uspenskij (Napoli, Italy) Irina Avramets (Tartu, Estonia) Jelena Grigorjeva (Tartu, Estonia) Ülle Pärli (Tartu, Estonia) Anti Randviir (Tartu, Estonia) Copyright University of Tartu, 2004 ISSN 1406-4243 Tartu University Press www.tyk.ut.ee Sign Systems Studies 32.1/2, 2004 Table of contents John Deely Semiotics and Jakob von Uexkiill’s concept of um welt .......... 11 Семиотика и понятие умвельта Якоба фон Юксюолла. Резюме ...... 33 Semiootika ja Jakob von Uexkülli omailma mõiste. Kokkuvõte ............ 33 Torsten Rüting History and significance of Jakob von Uexküll and of his institute in Hamburg ......................................................... 35 Якоб фон Юкскюлл и его институт в Гамбурге: история и значение. -
Leibniz on Logic, Language and Signs: a Bibliography (L- Z)
Leibniz on Logic, Language and Signs: a Bibliography (L- Z) https://www.historyoflogic.com/biblio/leibniz-logic-biblio-two.htm History of Logic from Aristotle to Gödel by Raul Corazzon | e-mail: [email protected] Leibniz on Logic, Language and Semiotics. Annotated bibliography (Second Part: L - Z) BIBLIOGRAPHY 1. Lenders, Winfried. 1971. Die Analytische Begriffs- Und Urteilstheorie Von G.W. Leibniz Und Chr. Wolff. Hildesheim: Georg Olms. 2. Lenzen, Wolfgang. 1983. "Leibniz Und Die Entwicklung Der Modernen Logik." In Leibniz, Werk Und Wirkung. Iv. Internationaler Leibniz-Kongress (Hannover, 14 - 19 November 1983), 418-425. Hannover: Gottfried Wilhelm Leibniz Gesellschaft. Reprinted in revised form in: W. Lenzen - Calculus Universalis (2004) pp. 15-22 3. ———. 1983. "Zur 'Extensionalen' Und 'Intensionalen' Interpretation Der Leibnizschen Logik." Studia Leibnitiana no. 15:129-148. Reprinted in revised form in: W. Lenzen - Calculus Universalis (2004) pp. 23-46. "Against the prevailing opinion expressed, e.g., by L. Couturat it is argued that the so-called "intensional" point of view which Leibniz mostly preferred to the nowadays usual extensional interpretation is neither "confuse et vague" nor may it be made responsible for the alleged "échec final de son système" (Couturat, La logique de Leibniz, 387). We present a precise definition of an "intensional" semantics which reflects the Leibnizian ideas and which may be proven to be equivalent to standard extensional semantics." 4. ———. 1984. "'Unbestimmte Begriffe' Bei Leibniz." Studia Leibnitiana -
The History of Logic
c Peter King & Stewart Shapiro, The Oxford Companion to Philosophy (OUP 1995), 496–500. THE HISTORY OF LOGIC Aristotle was the first thinker to devise a logical system. He drew upon the emphasis on universal definition found in Socrates, the use of reductio ad absurdum in Zeno of Elea, claims about propositional structure and nega- tion in Parmenides and Plato, and the body of argumentative techniques found in legal reasoning and geometrical proof. Yet the theory presented in Aristotle’s five treatises known as the Organon—the Categories, the De interpretatione, the Prior Analytics, the Posterior Analytics, and the Sophistical Refutations—goes far beyond any of these. Aristotle holds that a proposition is a complex involving two terms, a subject and a predicate, each of which is represented grammatically with a noun. The logical form of a proposition is determined by its quantity (uni- versal or particular) and by its quality (affirmative or negative). Aristotle investigates the relation between two propositions containing the same terms in his theories of opposition and conversion. The former describes relations of contradictoriness and contrariety, the latter equipollences and entailments. The analysis of logical form, opposition, and conversion are combined in syllogistic, Aristotle’s greatest invention in logic. A syllogism consists of three propositions. The first two, the premisses, share exactly one term, and they logically entail the third proposition, the conclusion, which contains the two non-shared terms of the premisses. The term common to the two premisses may occur as subject in one and predicate in the other (called the ‘first figure’), predicate in both (‘second figure’), or subject in both (‘third figure’). -
3.2. the BASICS of LOGIC in This Section We Introduce the Basic Concepts, Definitions, and Symbolic Notation Used in Logic. We
3.2. THE BASICS OF LOGIC In this section we introduce the basic concepts, definitions, and symbolic notation used in logic. We start by explaining the importance of logic and providing some historical context for this old and venerable discipline. The Importance of Logic It is difficult to overemphasize the importance of logic. Our species, Homo Sapiens, is by far the most intelligent animal to have evolved on Earth thanks, in large part, to the development of our extraordinary brain and our ability to reason. Logic is what allowed humans to develop language, invent the alphabet, communicate effectively, grasp abstract concepts, create systems of numeration, and innovative new and powerful technologies. While our ability to reason is innate, it is still a skill that requires much practice and honing, just like our writing or motor skills. For this reason, logic is typically presented to us implicitly in a more formal academic setting. Early in our schooling, we learn that mathematics is built within a precise framework in which properties are derived from definitions and theorems are proved from more elementary theorems (or axioms) using the standard rules of logic. These logical principles are, in turn, used in all other disciplines to understand particular concepts and the relationships unifying these particular concepts as coherent wholes. Much of what we see and experience as humans is studied nowadays through structures – whether physical or abstract – that involve various levels of logical sophistication. For example, an organizational flow chart used in business, a chemical table illustrating the properties of molecules under various states, or a definition used in astronomy to identify planets, all use straightforward propositional logic (e.g. -
THE DEVELOPMENT of ARABIC LOGIC (1200–1800 ) Recent Years Have Seen a Dramatic Change in Scholarly Views of the Later Career of Arabic and Islamic Philosophy
Medieval and Early Modern Philosophy Julia Jorati/Dominik Perler/Stephan Schmid (eds.) Medieval and Early Modern Philosophy 2 THE DEVELOPMENT OF ARABIC LOGIC (1200–1800 ) Recent years have seen a dramatic change in scholarly views of the later career of Arabic and Islamic philosophy. For much of the Khaled twentieth century, researchers tended to dismiss the value of Arabic El-Rouayheb writings on philosophy and logic after the twelfth century, often on the basis of the prejudice that handbooks, commentaries and glosses are of necessity pedantic and unoriginal. This assumption has now been abandoned. As a consequence, a vast amount of later Arabic (1200–1800) writings on philosophy and logic, hitherto neglected, are now being studied and edited. The present work is an attempt at giving an THE overview of the development of Arabic logic from 1200 to 1800, iden- tifying major themes, figures and works in this period, while taking LOGIC ARABIC into account regional differences within the Islamic world. DEVELOPMENT It offers a corrective to Nicholas Rescher’s seminal but now outdated The Development of Arabic Logic, published in 1964. OF ARABIC Author Khaled El-Rouayheb is James Richard Jewett Professor of Arabic and of Islamic Khaled El-Rouayheb Khaled Intellectual History at Harvard University. His publications are including LOGIC the monographs Relational Syllogisms and the History of Arabic Logic, 900 –1900 ( 2005 ) and Islamic Intellectual History in the Seventeenth Century ( 2015 ). He is co-editor ( with Sabine Schmidtke ) of The Oxford -
History and Philosophy of Logic
C. I. Lewis (I883-I964) was the first major figure in history and philosophy of logic—a field that has come to be recognized as a sepa- rate specialty after years of work by Ivor Grat- tan-Guinness and others (Dawson 2003, 257). Lewis was among the earliest to accept the challenges offered by this field; he was the first /^^ T who had the philosophical and mathematical talent, the philosophical, logical, and historical History and Philosophy background, and the patience and dedication to objectivity needed to excel. He was blessed of Logic with many fortunate circumstances, not least JOHN CORCORAN of which was entering the field when mathe- matical logic, after only six decades of toil, had just reaped one of its most important harvests with publication of the monumental Principia Mathematica. It was a time of joyful optimism which demanded an historical account and a sober philosophical critique. Lewis was one of the first to apply to math- ematical logic the Aristotelian dictum that we do not understand a living institution until we see it growing from its birth. He wiU always be regarded as a unique authority on the founding of mathematical logic because he began his meticulous and broadly informed study of its history when it had reached a certain maturity as a field, but before its later explosive develop- ment had a chance to cloud our understanding of its founding and formative years. Lewis's judgment that Boole was the founder of mathe- matical logic, the person whose work began the continuous development of the subject, stands as a massive obstacle to revisionists whose philo- sophical or nationalistic commitments render this fact inconvenient. -
On the Interplay Between Logic and Philosophy : a Historical Perspective Séminaire De Philosophie Et Mathématiques, 1992, Fascicule 7 « Logique Et Philosophie », , P
Séminaire de philosophie et mathématiques YEHUDA RAV On the Interplay between Logic and Philosophy : a Historical Perspective Séminaire de Philosophie et Mathématiques, 1992, fascicule 7 « Logique et philosophie », , p. 1-21 <http://www.numdam.org/item?id=SPHM_1992___7_A1_0> © École normale supérieure – IREM Paris Nord – École centrale des arts et manufactures, 1992, tous droits réservés. L’accès aux archives de la série « Séminaire de philosophie et mathématiques » implique l’accord avec les conditions générales d’utilisation (http://www.numdam.org/conditions). Toute utilisation commerciale ou impression systématique est constitutive d’une infraction pénale. Toute copie ou impression de ce fichier doit contenir la présente mention de copyright. Article numérisé dans le cadre du programme Numérisation de documents anciens mathématiques http://www.numdam.org/ ON THE INTERPLAY BETWEEN LOGIC AND PHILOSOPHY: A HISTORICAL PERSPECTIVE Yehuda RAV* ABSTRACT In this historical essay, we examine the reciprocal influences of philosophical doctrines and logic, their interrelations with language, and the place of mathematics in these developments. Our concern in this essay is the interplay between logic and philosophy. The spectrum of philosophical traditions and topics is wide, ranging from inspirational, aphoristic, and poetic wisdom-searching philosophies to stark anti- metaphysical logical positivism. However, logic has flourished only within those philosophical traditions in which critical discussion and debates played a major role. "Formal logic,