Leibniz As Legal Scholar
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Hugo Grotius's Modern Translation of Aristotle
Digital Commons @ Assumption University Political Science Department Faculty Works Political Science Department 2016 Natural Rights and History: Hugo Grotius's Modern Translation of Aristotle Jeremy Seth Geddert Assumption College, [email protected] Follow this and additional works at: https://digitalcommons.assumption.edu/political-science-faculty Part of the Ethics and Political Philosophy Commons, and the Political Theory Commons Recommended Citation Geddert, Jeremy Seth. "Natural Rights and History: Hugo Grotius's Modern Translation of Aristotle." Concepts of Nature: Ancient and Modern. Edited by R. J. Snell and Steven F. McGuire. Lexington Books, 2016. Pages 71-90. This Book Chapter is brought to you for free and open access by the Political Science Department at Digital Commons @ Assumption University. It has been accepted for inclusion in Political Science Department Faculty Works by an authorized administrator of Digital Commons @ Assumption University. For more information, please contact [email protected]. Natural Rights and History: Hugo Grotius's Modern Translation of Aristotle Jeremy Seth Geddert Cicero writes in de Finibus that "nature never forgets its own primary prop erties." This leads him to inquire, "then how comes it that human nature alone abandons man?"1 If Hugo Grotius were alive today, he might wonder the same thing. Grotius's language of nature remains surprisingly enduring in contemporary discourse. Yet most students of political thought seem to have forgotten the man. This inattention is a notable change from the seventeenth through nineteenth centuries, during which one contemporary described Gro tius as "the greatest universal scholar since Aristotle."2 Grotius's fame began in 1598, when King Henry IV of France pronounced the fifteen-year-old prodigy as "the miracle of Holland." By his early twenties he became the Pensionary of Rotterdam, and by his early thirties he penned major works of history, literature, political philosophy, and theology. -
Table of Contents
Table of Contents Note for the Revised Edition 11 Introduction 13 emmeline besamusca and jaap verheul Neither Wooden Legs nor Wooden Shoes: Elusive Encounters with Dutchness 16 wiljan van den akker Society 1 Citizens, Coalitions, and the Crown 21 emmeline besamusca Queen Máxima: Enchanting the Monarchy 23 Binnenhof: Traditional Heart of a Modern Democracy 26 2 Politics between Accommodation and Commotion 33 ido de haan Pillarization: Pacification and Segregation 34 Pim Fortuyn: Libertarian Populist 39 3 Economy of the Polder 45 jan luiten van zanden Bulbs, Flowers, and Cheese: The Agricultural Face of an Urban Economy 45 Royal Dutch Shell: Corporate Legacy of Colonialism 49 4 Dilemmas of the Welfare State 57 lex heerma van voss Labor Productivity: Balancing Work and Leisure 58 Pensions: Well-Deserved and Well-Funded 63 5 Randstad Holland 69 ben de pater and rob van der vaart The Amsterdam Canal Ring: Urban Heritage of the Golden Age 70 The Port of Rotterdam: Logistical Hub of Europe 75 6 Distinctive within the Global Fold? 83 paul schnabel The Elfstedentocht: Beating the Forces of Nature 86 Sinterklaas: A Controversial Morality Tale 91 5 History 7 From the Periphery to the Center 97 marco mostert The Roman Limes: A Cultural Meeting Place 99 Hebban Olla Vogala: The Beginnings of Literature 105 8 The Golden Age 109 maarten prak The Tulip Bubble: Horticultural Speculation 111 William of Orange: Founding Father 113 9 A Tradition of Tolerance 121 wijnand mijnhardt Hugo Grotius: Founder of Enlightenment Thought 124 Baruch de Spinoza: Philosopher -
The Rights of War and Peace Book I
the rights of war and peace book i natural law and enlightenment classics Knud Haakonssen General Editor Hugo Grotius uuuuuuuuuuuuuuuuuuuu ii ii ii iinatural law and iienlightenment classics ii ii ii ii ii iiThe Rights of ii iiWar and Peace ii iibook i ii ii iiHugo Grotius ii ii ii iiEdited and with an Introduction by iiRichard Tuck ii iiFrom the edition by Jean Barbeyrac ii ii iiMajor Legal and Political Works of Hugo Grotius ii ii ii ii ii ii iiliberty fund ii iiIndianapolis ii uuuuuuuuuuuuuuuuuuuu This book is published by Liberty Fund, Inc., a foundation established to encourage study of the ideal of a society of free and responsible individuals. The cuneiform inscription that serves as our logo and as the design motif for our endpapers is the earliest-known written appearance of the word “freedom” (amagi), or “liberty.” It is taken from a clay document written about 2300 b.c. in the Sumerian city-state of Lagash. ᭧ 2005 Liberty Fund, Inc. All rights reserved Printed in the United States of America 09 08 07 06 05 c 54321 09 08 07 06 05 p 54321 Frontispiece: Portrait of Hugo de Groot by Michiel van Mierevelt, 1608; oil on panel; collection of Historical Museum Rotterdam, on loan from the Van der Mandele Stichting. Reproduced by permission. Library of Congress Cataloging-in-Publication Data Grotius, Hugo, 1583–1645. [De jure belli ac pacis libri tres. English] The rights of war and peace/Hugo Grotius; edited and with an introduction by Richard Tuck. p. cm.—(Natural law and enlightenment classics) “Major legal and political works of Hugo Grotius”—T.p., v. -
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. -
DRAFT: Final Version in Journal of Philosophical Logic Paul Hovda
Tensed mereology DRAFT: final version in Journal of Philosophical Logic Paul Hovda There are at least three main approaches to thinking about the way parthood logically interacts with time. Roughly: the eternalist perdurantist approach, on which the primary parthood relation is eternal and two-placed, and objects that persist persist by having temporal parts; the parameterist approach, on which the primary parthood relation is eternal and logically three-placed (x is part of y at t) and objects may or may not have temporal parts; and the tensed approach, on which the primary parthood relation is two-placed but (in many cases) temporary, in the sense that it may be that x is part of y, though x was not part of y. (These characterizations are brief; too brief, in fact, as our discussion will eventually show.) Orthogonally, there are different approaches to questions like Peter van Inwa- gen's \Special Composition Question" (SCQ): under what conditions do some objects compose something?1 (Let us, for the moment, work with an undefined notion of \compose;" we will get more precise later.) One central divide is be- tween those who answer the SCQ with \Under any conditions!" and those who disagree. In general, we can distinguish \plenitudinous" conceptions of compo- sition, that accept this answer, from \sparse" conceptions, that do not. (van Inwagen uses the term \universalist" where we use \plenitudinous.") A question closely related to the SCQ is: under what conditions do some objects compose more than one thing? We may distinguish “flat” conceptions of composition, on which the answer is \Under no conditions!" from others. -
Grotius and Kant on Original Community of Goods and Property
grotiana 38 (2017) 106-128 GROTIAN A brill.com/grot Grotius and Kant on Original Community of Goods and Property Sylvie Loriaux Département de science politique, Université Laval, Quebec [email protected] Abstract This paper is interested in the critical potential of the idea of original common possession of the Earth. On the basis of a comparative analysis of Hugo Grotius and Immanuel Kant, it shows how different the meaning of this idea can be within a theory of property or territory. The first part is devoted to Grotius’s account of why and how the institution of property was progressively introduced. It highlights the importance this account attaches to the intention of the first distributors for a good understand- ing of property laws, and in particular, for an understanding of their non-application in situations of extreme necessity. The second part takes the opposite path and shows that although Kant rejects the very existence of a right of necessity, the idea that one might be liberated from a law is not completely absent from, and even plays a crucial role in, his account of property. Clarification of this role ultimately leads us back to the idea of original possession in common of the Earth. Keywords Hugo Grotius – Immanuel Kant – original community of goods – necessity – permissive law – property rights * The author would like to thank the journal’s anonymous referees and editor for their very helpful comments and suggestions on earlier drafts of this article. She would also like to thank the participants in the Workshop on Grotius’s Place in the History of Moral and Politi- cal Thought (Leuven, 2017) and in the Workshop on Private Property and Territorial Rights (Bayreuth, 2017) for illuminating discussions. -
181 Chapter VII a World of Many
181 Chapter VII A World of Many: Giving up the Belief in the Possibility of Universal Rule (1648/59 – 1714) A Description of the “State” of the Holy Roman Empire Slightly less than twenty years after the treaties of Munster and Osnabrück, the jurist and historian Samuel von Pufendorf (1632 – 1694) clad his description of the Holy Roman Empire into a fictitious travel report. He took the role of a Veronese citizen named Severinus de Monzambano, explaining to his alleged brother the oddities of the form of government of the Empire. The choice of Veronese identity had not been random, as the city of Verona the lay on Venetian territory and, from the fourteenth century, Venice had no longer been considered part of the Empire,1 from the turn towards the sixteenth century even as the foe of the Emperor. Pufendorf explained the form of government of the Empire in historical terms, described the processes by which the centre of rule had shifted from the Italian Peninsula to areas north of the Alps and, at the very beginning of his report, made it clear that the Empire was known by the wrong official name. Instead of “Holy Roman Empire”, it should, Pufendorf insisted, be called the “new state of the Germans”, because it had nothing to do with the ancient empire of the Romans. It was a grave mistake, he wrote, to believe that this ancient empire of the Romans had continued to be in existence. Quite on the contrary, the empire, whose capital the city of Rome had once been, had been destroyed. -
Globalizing Bentham
Globalizing Jeremy Bentham The Harvard community has made this article openly available. Please share how this access benefits you. Your story matters Citation Armitage, David R. 2011. Globalizing Jeremy Bentham. History of Political Thought 32(1): 63-82. Published Version http://www.ingentaconnect.com/content/imp/ hpt/2011/00000032/00000001/art00004 Citable link http://nrs.harvard.edu/urn-3:HUL.InstRepos:11211544 Terms of Use This article was downloaded from Harvard University’s DASH repository, and is made available under the terms and conditions applicable to Open Access Policy Articles, as set forth at http:// nrs.harvard.edu/urn-3:HUL.InstRepos:dash.current.terms-of- use#OAP - 1 - GLOBALIZING JEREMY BENTHAM1 David Armitage2 Abstract: Jeremy Bentham’s career as a writer spanned almost seventy years, from the Seven Years’ War to the early 1830s, a period contemporaries called an age of revolutions and more recent historians have seen as a world crisis. This article traces Bentham’s developing universalism in the context of international conflict across his lifetime and in relation to his attempts to create a ‘Universal Jurisprudence’. That ambition went unachieved and his successors turned his conception of international law in more particularist direction. Going back behind Bentham’s legacies to his own writings, both published and unpublished, reveals a thinker responsive to specific events but also committed to a universalist vision that helped to make him a precociously global figure in the history of political thought. Historians of political thought have lately made two great leaps forward in expanding the scope of their inquiries. The first, the ‘international turn’, was long- 1 History of Political Thought, 32 (2011), 63-82. -
Probabilistic Semantics for Modal Logic
Probabilistic Semantics for Modal Logic By Tamar Ariela Lando A dissertation submitted in partial satisfaction of the requirements for the degree of Doctor of Philosophy in Philosophy in the Graduate Division of the University of California, Berkeley Committee in Charge: Paolo Mancosu (Co-Chair) Barry Stroud (Co-Chair) Christos Papadimitriou Spring, 2012 Abstract Probabilistic Semantics for Modal Logic by Tamar Ariela Lando Doctor of Philosophy in Philosophy University of California, Berkeley Professor Paolo Mancosu & Professor Barry Stroud, Co-Chairs We develop a probabilistic semantics for modal logic, which was introduced in recent years by Dana Scott. This semantics is intimately related to an older, topological semantics for modal logic developed by Tarski in the 1940’s. Instead of interpreting modal languages in topological spaces, as Tarski did, we interpret them in the Lebesgue measure algebra, or algebra of measurable subsets of the real interval, [0, 1], modulo sets of measure zero. In the probabilistic semantics, each formula is assigned to some element of the algebra, and acquires a corresponding probability (or measure) value. A formula is satisfed in a model over the algebra if it is assigned to the top element in the algebra—or, equivalently, has probability 1. The dissertation focuses on questions of completeness. We show that the propo- sitional modal logic, S4, is sound and complete for the probabilistic semantics (formally, S4 is sound and complete for the Lebesgue measure algebra). We then show that we can extend this semantics to more complex, multi-modal languages. In particular, we prove that the dynamic topological logic, S4C, is sound and com- plete for the probabilistic semantics (formally, S4C is sound and complete for the Lebesgue measure algebra with O-operators). -
Logic-Sensitivity of Aristotelian Diagrams in Non-Normal Modal Logics
axioms Article Logic-Sensitivity of Aristotelian Diagrams in Non-Normal Modal Logics Lorenz Demey 1,2 1 Center for Logic and Philosophy of Science, KU Leuven, 3000 Leuven, Belgium; [email protected] 2 KU Leuven Institute for Artificial Intelligence, KU Leuven, 3000 Leuven, Belgium Abstract: Aristotelian diagrams, such as the square of opposition, are well-known in the context of normal modal logics (i.e., systems of modal logic which can be given a relational semantics in terms of Kripke models). This paper studies Aristotelian diagrams for non-normal systems of modal logic (based on neighborhood semantics, a topologically inspired generalization of relational semantics). In particular, we investigate the phenomenon of logic-sensitivity of Aristotelian diagrams. We distin- guish between four different types of logic-sensitivity, viz. with respect to (i) Aristotelian families, (ii) logical equivalence of formulas, (iii) contingency of formulas, and (iv) Boolean subfamilies of a given Aristotelian family. We provide concrete examples of Aristotelian diagrams that illustrate these four types of logic-sensitivity in the realm of normal modal logic. Next, we discuss more subtle examples of Aristotelian diagrams, which are not sensitive with respect to normal modal logics, but which nevertheless turn out to be highly logic-sensitive once we turn to non-normal systems of modal logic. Keywords: Aristotelian diagram; non-normal modal logic; square of opposition; logical geometry; neighborhood semantics; bitstring semantics MSC: 03B45; 03A05 Citation: Demey, L. Logic-Sensitivity of Aristotelian Diagrams in Non-Normal Modal Logics. Axioms 2021, 10, 128. https://doi.org/ 1. Introduction 10.3390/axioms10030128 Aristotelian diagrams, such as the so-called square of opposition, visualize a number Academic Editor: Radko Mesiar of formulas from some logical system, as well as certain logical relations holding between them. -
Inventing Westphalia
Inventing Westphalia Nicholas Pingitore Senior Thesis Spring, 2020 Advisors: Ethan Shagan and Raphael Murillo Pingitore 1 Introduction The Westphalian Moment, if there ever was one, may quite well have occurred more than 100 years after the signing of the now famous Peace, and in Geneva no less. Writing around 1756, Jean-Jacques Rousseau declared in his treatise, A Lasting Peace Through the Federation of Europe that “the Treaty of Westphalia will perhaps forever remain the foundation of our international system.”1 Prevailing social science lore would find no fault with Rousseau’s logic. Examples abound from the last 70 years of various political theories, international histories, university conferences, even modern military alliances, referencing Westphalia.2 Invariably, there are some differences in how these thinkers frame the importance of Westphalia, but the general mold is familiar enough to any sophomore undergraduate enrolled in a course on international relations.3 It goes as follows: The Thirty Years’ War lasted from 1618-1648. This three-decade-long catastrophe was perhaps Europe’s first modern continental war. While the majority of the conflict took place in central Europe, it drew upon every “great power” resulting in an estimated five to eight million deaths. Modern estimates would suggest that such a toll resulted in a 15–20 percent decline in Europe’s population.4 By 1 Jean-Jacques Rousseau, Translated by C.E. Vaughan, A Lasting Peace Through The Federation of Europe and The State of War, London: Constable and Company Limited, 1917, p. 55. 2 Javier, Solana. “Securing Peace in Europe.” Speech presented at the Symposium on the Political Relevance of the 1648 Peace of Westphalia, Münster, Germany, November 12, 1998. -
Boxes and Diamonds: an Open Introduction to Modal Logic
Boxes and Diamonds An Open Introduction to Modal Logic F19 Boxes and Diamonds The Open Logic Project Instigator Richard Zach, University of Calgary Editorial Board Aldo Antonelli,y University of California, Davis Andrew Arana, Université de Lorraine Jeremy Avigad, Carnegie Mellon University Tim Button, University College London Walter Dean, University of Warwick Gillian Russell, Dianoia Institute of Philosophy Nicole Wyatt, University of Calgary Audrey Yap, University of Victoria Contributors Samara Burns, Columbia University Dana Hägg, University of Calgary Zesen Qian, Carnegie Mellon University Boxes and Diamonds An Open Introduction to Modal Logic Remixed by Richard Zach Fall 2019 The Open Logic Project would like to acknowledge the gener- ous support of the Taylor Institute of Teaching and Learning of the University of Calgary, and the Alberta Open Educational Re- sources (ABOER) Initiative, which is made possible through an investment from the Alberta government. Cover illustrations by Matthew Leadbeater, used under a Cre- ative Commons Attribution-NonCommercial 4.0 International Li- cense. Typeset in Baskervald X and Nimbus Sans by LATEX. This version of Boxes and Diamonds is revision ed40131 (2021-07- 11), with content generated from Open Logic Text revision a36bf42 (2021-09-21). Free download at: https://bd.openlogicproject.org/ Boxes and Diamonds by Richard Zach is licensed under a Creative Commons At- tribution 4.0 International License. It is based on The Open Logic Text by the Open Logic Project, used under a Cre- ative Commons Attribution 4.0 Interna- tional License. Contents Preface xi Introduction xii I Normal Modal Logics1 1 Syntax and Semantics2 1.1 Introduction....................