Some Antecedents of Leibniz's Principles
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2. Aristotle's Concept of the State
Page No.13 2. Aristotle's concept of the state Olivera Z. Mijuskovic Full Member International Association of Greek Philosophy University of Athens, Greece ORCID iD: http://orcid.org/0000-0001-5950-7146 URL: http://worldphilosophynetwork.weebly.com E-Mail: [email protected] Abstract: In contrast to a little bit utopian standpoint offered by Plato in his teachings about the state or politeia where rulers aren`t “in love with power but in virtue”, Aristotle's teaching on the same subject seems very realistic and pragmatic. In his most important writing in this field called "Politics", Aristotle classified authority in the form of two main parts: the correct authority and moose authority. In this sense, correct forms of government are 1.basileus, 2.aristocracy and 3.politeia. These forms of government are based on the common good. Bad or moose forms of government are those that are based on the property of an individual or small governmental structures and they are: 1.tiranny, 2.oligarchy and 3.democracy. Also, Aristotle's political thinking is not separate from the ethical principles so he states that the government should be reflected in the true virtue that is "law" or the "golden mean". Keywords: Government; stat; , virtue; democracy; authority; politeia; golden mean. Vol. 4 No. 4 (2016) Issue- December ISSN 2347-6869 (E) & ISSN 2347-2146 (P) Aristotle's concept of the state by Olivera Z. Mijuskovic Page no. 13-20 Page No.14 Aristotle's concept of the state 1.1. Aristotle`s “Politics” Politics in its defined form becomes affirmed by the ancient Greek world. -
Squaring the Circle a Case Study in the History of Mathematics the Problem
Squaring the Circle A Case Study in the History of Mathematics The Problem Using only a compass and straightedge, construct for any given circle, a square with the same area as the circle. The general problem of constructing a square with the same area as a given figure is known as the Quadrature of that figure. So, we seek a quadrature of the circle. The Answer It has been known since 1822 that the quadrature of a circle with straightedge and compass is impossible. Notes: First of all we are not saying that a square of equal area does not exist. If the circle has area A, then a square with side √A clearly has the same area. Secondly, we are not saying that a quadrature of a circle is impossible, since it is possible, but not under the restriction of using only a straightedge and compass. Precursors It has been written, in many places, that the quadrature problem appears in one of the earliest extant mathematical sources, the Rhind Papyrus (~ 1650 B.C.). This is not really an accurate statement. If one means by the “quadrature of the circle” simply a quadrature by any means, then one is just asking for the determination of the area of a circle. This problem does appear in the Rhind Papyrus, but I consider it as just a precursor to the construction problem we are examining. The Rhind Papyrus The papyrus was found in Thebes (Luxor) in the ruins of a small building near the Ramesseum.1 It was purchased in 1858 in Egypt by the Scottish Egyptologist A. -
An Anselmian Approach to Divine Simplicity
Faith and Philosophy: Journal of the Society of Christian Philosophers Volume 37 Issue 3 Article 3 7-1-2020 An Anselmian Approach to Divine Simplicity Katherin A. Rogers Follow this and additional works at: https://place.asburyseminary.edu/faithandphilosophy Recommended Citation Rogers, Katherin A. (2020) "An Anselmian Approach to Divine Simplicity," Faith and Philosophy: Journal of the Society of Christian Philosophers: Vol. 37 : Iss. 3 , Article 3. DOI: 10.37977/faithphil.2020.37.3.3 Available at: https://place.asburyseminary.edu/faithandphilosophy/vol37/iss3/3 This Article is brought to you for free and open access by the Journals at ePLACE: preserving, learning, and creative exchange. It has been accepted for inclusion in Faith and Philosophy: Journal of the Society of Christian Philosophers by an authorized editor of ePLACE: preserving, learning, and creative exchange. applyparastyle "fig//caption/p[1]" parastyle "FigCapt" applyparastyle "fig" parastyle "Figure" AQ1–AQ5 AN ANSELMIAN APPROACH TO DIVINE SIMPLICITY Katherin A. Rogers The doctrine of divine simplicity (DDS) is an important aspect of the clas- sical theism of philosophers like Augustine, Anselm, and Thomas Aquinas. Recently the doctrine has been defended in a Thomist mode using the intrin- sic/extrinsic distinction. I argue that this approach entails problems which can be avoided by taking Anselm’s more Neoplatonic line. This does involve AQ6 accepting some controversial claims: for example, that time is isotemporal and that God inevitably does the best. The most difficult problem involves trying to reconcile created libertarian free will with the Anselmian DDS. But for those attracted to DDS the Anselmian approach is worth considering. -
Radin Centre for the Study of Religion University of Toronto [email protected]
Long Commentary on the De Anima of Aristotle. Written by Averroes (Ibn Rushd) of Cordoba. Translated and with introduction and notes by Richard C. Taylor, with Therese-Anne Druart, subeditor. New Haven CT: Yale University Press, 2009. 498 pages. ISBN: 978-0-0300-11668-7. $85.00 US, $97.95 CDN. Born in Andalusia in 1126, Averroes (or Ibn Rushd) is generally considered one of the most influential Arabic classical philosophers, and his impact on Western thought, through the interpretations of Thomas Aquinas, Duns Scotus, and others, can hardly be overestimated. Although Averroes wrote extensively in the fields of religious law (Bidayat al-Mujtahid wa Nihayat al-Muqtasad), philosophy (The Incoherence of the Incoherence) and their relationship (Decisive Treatise), his nickname, the Great Commentator, is a result of Averroes’ prolific commentaries on Greek philosophy, and particularly the works of Aristotle. The date of completion of Averroes’ Long Commentary is, although debatable, usually given at around 1186 C.E., and while its chronological relationship to the Short and Middle Commentaries (and therefore status as Averroes’ ‘final opinion’ on the De Anima) is debatable, the Long Commentary certainly presents Averroes’ most detailed examination of the De Anima. In form, it is basically a line-by-line exegesis, with Averroes reproducing Aristotle’s work and then proceeding to provide explanation, extension, and interpretation. Averroes’ Long Commentary is key to tracing how Averroes interpreted Aristotle’s work on the soul and how his own concept of the soul developed from his reading of Aristotle. The current translation of Averroes’ Long Commentary on the De Anima of Aristotle by Richard C. -
Catholic Christian Christian
Religious Scientists (From the Vatican Observatory Website) https://www.vofoundation.org/faith-and-science/religious-scientists/ Many scientists are religious people—men and women of faith—believers in God. This section features some of the religious scientists who appear in different entries on these Faith and Science pages. Some of these scientists are well-known, others less so. Many are Catholic, many are not. Most are Christian, but some are not. Some of these scientists of faith have lived saintly lives. Many scientists who are faith-full tend to describe science as an effort to understand the works of God and thus to grow closer to God. Quite a few describe their work in science almost as a duty they have to seek to improve the lives of their fellow human beings through greater understanding of the world around them. But the people featured here are featured because they are scientists, not because they are saints (even when they are, in fact, saints). Scientists tend to be creative, independent-minded and confident of their ideas. We also maintain a longer listing of scientists of faith who may or may not be discussed on these Faith and Science pages—click here for that listing. Agnesi, Maria Gaetana (1718-1799) Catholic Christian A child prodigy who obtained education and acclaim for her abilities in math and physics, as well as support from Pope Benedict XIV, Agnesi would write an early calculus textbook. She later abandoned her work in mathematics and physics and chose a life of service to those in need. Click here for Vatican Observatory Faith and Science entries about Maria Gaetana Agnesi. -
Teleology and the Concepts of Causation
Philosophica, 46 (2), 17–43, 1990. 128 Teleology and the Concepts of Causation he term ‘teleology’ was coined by the philosopher Christian Wolff in his Latin T treatise of 1728 and he defined it as indicating the part of natural philosophy that explains the ends, or purposes, of things.1 It has been used to describe a prominent feature of the theological views of Thomas Aquinas and the metaphysics of Aristotle. Some forty years ago, it was adopted by the founder of cybernetics to characterize a mechanism designed, among other things, to steer missiles to their target. Since the instrumental purpose of artificial devices would seem to belong to a domain that is somewhat different from the metaphysical purposes of Nature and its components, it is reasonable to suspect that the term has shifted its meaning and become ambiguous. Where ambiguities remain hidden, all kinds of nonsense can be generated. In the present essay, I argue that the problem with ‘teleology’ goes back to one of the four ‘explanatory principles’ that resulted from Aristotle’s examination of what we now call causation. After a brief survey of the contemporary uneasiness about teleology I present an exposition of Aristotle’s classification of causes, suggesting that modern science has been somewhat cavalier in dismissing all but one of the four. I suggest that an adequate analysis of the concept of efficient cause opens a way to showing that the notion of final cause, usually condemned as ‘teleological’, is in fact twofold and that one of its components does not at all infringe the accepted rules of science. -
Pt: Must Translate By: 2
Solution to Challenge 3 Start by using the description of the MPSC cipher and Hint 1. We have: pt: m u s t Translate by: 2 3 4 5 CT: P Y X Z What this tells you: 1. If “m” was shifted two to the right to arrive at “p”, the “n” or “o” must be missing in between them. That means that “n” or “o” (but not both) appear in the keyword. This assumes that “m” isn’t in the keyword, but since it lies two letters from “p” it looks like it is in the normal alphabetical sequence. 2. One of “v”, “w”, or “x” must also be in the keyword. (The keyword is not “kryptos” !). Again, this assumes that “u” is not in the keyword. 3. Once again, since “s” is about 4 letters from “x” in the normal alphabet, we assume that “s” and “x” are not in the keyword but appearing in alphabetical order. This agrees nicely with #2: “v” or “w” is in the keyword AND “t” and “u” are NOT in the keyword (since we need these letters to keep “s” and “x” 4 letters apart. 4. If “v” or “w” is in the keyword, this makes “t” 5 letters from “z” if “y” and “z” are not in the keyword. Then end of the alphabet line looks like: … m (n o ) p… s t u (v w) x y z where parentheses were used to indicate groupings where one letter is missing (and appears earlier in the keyword). In order to make further progress, one might start guessing at possible two letter words that could reasonably precede “must”: “we” and “it” come to mind. -
Avoiding the Void: Avicenna on the Impossibility of Circular Motion in a Void*
Created on 24 December 2006 at 20.51 hours page 1 Avoiding the Void: Avicenna on the Impossibility of Circular Motion in a Void* Jon McGinnis The topic of the void was of significant philosophical and scientific importance in the ancient and medieval world. Some, such as the atomists, maintained that the void was essential if one were to explain motion. Others, such as Aristotle, argued that the exis- tence of the void would absolutely preclude the possibility of motion. Moreover, there were disputes concerning even how to characterize the void. Thus the atomists claimed that interstitial voids were dispersed throughout every body and existed alongside bo- dies in an infinite space. Others, such as the Stoics, held that all bodies were localized in a plenum that was itself situated in an extra-cosmic, infinite void. Still others, such as the Neoplatonist John Philoponus, thought that the void was finite, and although as a matter of fact it is never devoid of a body, it at least is capable of existing independent of any body. The above roughly provides the gamut of positions concerning the void as it reached the medieval Arabic philosopher Avicenna ( 370–428/ 980–1037). In one form or another, Avicenna was aware of the various moves and counter-moves associated with the notion of the void. Like Aristotle, he maintained that the existence of the void would absolutely preclude the possibility of motion. His arguments in some cases simply rehearse those of Aristotle; in other places they expand on the thought of Aristotle in order to respond to new threats that arose after Aristotle’s own time; and in certain situations Avicenna constructs new arguments against the void used neither by Aristotle nor, from what we can gather, Aristotle’s later Greek commentators. -
Euripides” Johanna Hanink
The Life of the Author in the Letters of “Euripides” Johanna Hanink N 1694, Joshua Barnes, the eccentric British scholar (and poet) of Greek who the next year would become Regius Professor at the University of Cambridge, published his I 1 long-awaited Euripidis quae extant omnia. This was an enormous edition of Euripides’ works which contained every scrap of Euripidean material—dramatic, fragmentary, and biographical —that Barnes had managed to unearth.2 In the course of pre- paring the volume, Barnes had got wind that Richard Bentley believed that the epistles attributed by many ancient manu- scripts to Euripides were spurious; he therefore wrote to Bentley asking him to elucidate the grounds of his doubt. On 22 February 1693, Bentley returned a letter to Barnes in which he firmly declared that, with regard to the ancient epistles, “tis not Euripides himself that here discourseth, but a puny sophist that acts him.” Bentley did, however, recognize that convincing others of this would be a difficult task: “as for arguments to prove [the letters] spurious, perhaps there are none that will convince any person that doth not discover it by himself.”3 1 On the printing of the book and its early distribution see D. McKitterick, A History of Cambridge University Press I Printing and the Book Trade in Cambridge, 1534–1698 (Cambridge 1992) 380–392; on Joshua Barnes see K. L. Haugen, ODNB 3 (2004) 998–1001. 2 C. Collard, Tragedy, Euripides and Euripideans (Bristol 2007) 199–204, re- hearses a number of criticisms of Barnes’ methods, especially concerning his presentation of Euripidean fragments (for which he often gave no source, and which occasionally consisted of lines from the extant plays). -
Einstein Conspiracy Was the Start of the 20Th Century’S Attempt to Cover up the UFO Mystery and All Its Related Topics
Article One Article Two Article Three Article Four References E-mail the Author Home Roger Anderton © 2000 DESIGN: SOLAR-FLAIR.COM WWI was started by Germany because it was being surrounded by countries it perceived as enemies, and thought before its enemies united that ‘attack first was the best kind of defence’. Germany lost WWI in 1919 in the same year as Einstein became a world famous scientist. As is human nature, when failure occurs a scapegoat must be blamed. The ordinary people looked for a scape goat and thought the blame lay with pacifists that it perceived as being unpatriotic i.e. did not contribute their fair share in helping the war effort. This opinion is of course erroneous but due to human emotion, people like to perceive matters in simplistic manners like this. It was unfortunate that a large number of pacifists were Jews. This reawakened latent anti-Semitism, the ordinary German person ignored the fact that the majority of Jews had been patriotic and concentrated its hatred against the few Jews who wanted peace not war. As is human nature, erroneous irrational thinking was applied and all the Jews were blamed for what a few Jews erroneously have been perceived as having done. Einstein was a pacifist, and a Jew. In 1919 he had become famous and had made himself a big target for a hate campaign that was conducted against him. This hate campaign eventually led to the formation of the Nazis, and Hitler used the momentum of this movement to gain power, and start WWII. -
A New Logic for Uncertainty
A New Logic for Uncertainty ∗ LUO Maokang and HE Wei† Institute of Mathematics Institute of Mathematics Sichuan University Nanjing Normal University Chengdu, 610064 Nanjing, 210046 P.R.China P.R.China Abstract Fuzziness and randomicity widespread exist in natural science, engineering, technology and social science. The purpose of this paper is to present a new logic - uncertain propositional logic which can deal with both fuzziness by taking truth value semantics and randomicity by taking probabilistic semantics or possibility semantics. As the first step for purpose of establishing a logic system which completely reflect the uncertainty of the objective world, this logic will lead to a set of logical foundations for uncertainty theory as what classical logic done in certain or definite situations or circumstances. Keywords: Fuzziness; randomicity; UL-algebra; uncertain propositional logic. Mathematics Subject Classifications(2000): 03B60. 1 Introduction As one of the most important and one of the most widely used concepts in the whole area of modern academic or technologic research, uncertainty has been involved into study and applications more than twenty years. Now along with the quickly expanding requirements of developments of science and technology, people are having to face and deal with more and more problems tangled with uncertainty in the fields of natural science, engineering or technology or even in social science. To these uncertain prob- arXiv:1506.03123v1 [math.LO] 9 Jun 2015 lems, many traditional theories and methods based on certain conditions or certain circumstances are not so effective and powerful as them in the past. So the importance of research on uncertainty is emerging more and more obviously and imminently. -
Separate Material Intellect in Averroes' Mature Philosophy Richard C
View metadata, citation and similar papers at core.ac.uk brought to you by CORE provided by epublications@Marquette Marquette University e-Publications@Marquette Philosophy Faculty Research and Publications Philosophy, Department of 1-1-2004 Separate Material Intellect in Averroes' Mature Philosophy Richard C. Taylor Marquette University, [email protected] Published version. "Separate Material Intellect in Averroes' Mature Philosophy," in Words, Texts and Concepts Cruising the Mediterranean Sea. Eds. Gerhard Endress, Rud̈ iger Arnzen and J Thielmann. Leuven; Dudley, MA: Peeters, 2004: 289-309. Permalink. © 2004 Peeters Publishers. Used with permission. ORIENTALIA LOVANIENSIA ANALECTA ---139--- 'WORDS, TEXTS AND CONCEPTS CRUISING THE MEDITERRANEAN SEA Studies on the sources, contents and influences of Islamic civilization and Arabic philosophy and science Dedicated to Gerhard Endress on his sixty-fifth birthday edited by R. ARNZEN and J. THIELMANN UITGEVERIJ PEETERS en DEPARTEMENT OOSTERSE STUDIES LEUVEN - PARIS - DUDLEY, MA 2004 SEPARATE MATERIAL INTELLECT IN A VERROES' MATURE PHILOSOPHY Richard C. T AYLOR Marquette University, Milwaukee The doctrine of the material intellect promulgated by Averroes (i126- 1198) in his latest works is surely the teaching for which he has been most maligned both in the medieval era and in modern times. In medi eval times Duns Scotus spoke of "That accursed Averroes" whose "fan tastic conception, intelligible neither to himself nor to others, assumes the intellective part of man to be a sort