Results for ' Archimedes'

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  1. The Works of Archimedes: Volume 2, on Spirals: Translation and Commentary.Archimedes - 2017 - Cambridge University Press.
    This is the second volume of the first fully-fledged English translation of the works of Archimedes - antiquity's greatest scientist and one of the most important scientific figures in history. It covers On Spirals and is based on a reconsideration of the Greek text and diagrams, now made possible through new discoveries from the Archimedes Palimpsest. On Spirals is one of Archimedes' most dazzling geometrical tours de force, suggesting a manner of 'squaring the circle' and, along the (...)
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  2. Da Kant a Croce.Archimede Scalia - 1968 - S. Maria degli Angeli/Assisi,: Tip. Porziuncola.
     
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  3.  38
    Living Organ Donation, Beneficient Helping, & the Kantian Concept of Partial Self-Murder.Archimedes C. Articulo - 2014 - Open Journal of Philosophy 4 (4):502-509.
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  4.  32
    Towards an Ethics of Technology: Re-Exploring Teilhard de Chardin’s Theory of Technology and Evolution.Archimedes C. Articulo - 2014 - Open Journal of Philosophy 4 (4):518-530.
  5. A Semantics-Based Common Operational Command System for Multiagency Disaster Response.Linda Elmhadhbi, Mohamed-Hedi Karray, Bernard Archimède, J. Neil Otte & Barry Smith - 2022 - IEEE Transactions on Engineering Management 69 (6):3887 - 3901.
    Disaster response is a highly collaborative and critical process that requires the involvement of multiple emergency responders (ERs), ideally working together under a unified command, to enable a rapid and effective operational response. Following the 9/11 and 11/13 terrorist attacks and the devastation of hurricanes Katrina and Rita, it is apparent that inadequate communication and a lack of interoperability among the ERs engaged on-site can adversely affect disaster response efforts. Within this context, we present a scenario-based terrorism case study to (...)
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  6. Ontology-driven multicriteria decision support for victim evacuation.Linda Elmhadhbi, Mohamed-Hedi Karray, Bernard Archimède, J. Neil Otte & Barry Smith - 2021 - International Journal of Information Technology and Decision Making:1–30.
    Abstract In light of the complexity of unfolding disasters, the diversity of rapidly evolving events, the enormous amount of generated information, and the huge pool of casualties, emergency responders (ERs) may be overwhelmed and in consequence poor decisions may be made. In fact, the possibility of transporting the wounded victims to one of several hospitals and the dynamic changes in healthcare resource availability make the decision process more complex. To tackle this problem, we propose a multicriteria decision support service, based (...)
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  7. An ontological approach to enhancing information sharing in disaster response.Linda Elmhadhbi, Mohamed-Hedi Karray, Bernard Archimède, J. Neil Otte & Barry Smith - 2021 - Information 12 (10).
    Managing complex disaster situations is a challenging task because of the large number of actors involved and the critical nature of the events themselves. In particular, the different terminologies and technical vocabularies that are being exchanged among Emergency Responders may lead to misunderstandings. Maintaining a shared semantics for exchanged data is a major challenge. To help to overcome these issues, we elaborate a modular suite of ontologies called POLARISCO that formalizes the complex knowledge of the ERs. Such a shared vocabulary (...)
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  8. PROMES: An ontology‐based messaging service for semantically interoperable information exchange during disaster response.Linda Elmhadhbi, Mohamed‐Hedi Karray, Bernard Archimède, J. Neil Otte & Barry Smith - 2020 - Journal of Contingencies and Crisis Management 28 (3):324-338.
    Disaster response requires the cooperation of multiple emergency responder organizations (EROs). However, after‐action reports relating to large‐scale disasters identity communication difficulties among EROs as a major hindrance to collaboration. On the one hand, the use of two‐radio communication, based on multiple orthogonal frequencies and uneven coverage, has been shown to degrade inter‐organization communication. On the other hand, because they reflect different areas of expertise, EROs use differing terminologies, which are difficult to reconcile. These issues lead to ambiguities, misunderstandings, and inefficient (...)
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  9.  23
    Archimedes, Infinitesimals and the Law of Continuity: On Leibniz’s Fictionalism.Samuel Levey - 2008 - In Douglas Jesseph & Ursula Goldenbaum (eds.), Infinitesimal Differences: Controversies Between Leibniz and His Contemporaries. Walter de Gruyter.
  10. Archimedes and Liu Hui on Circles and Spheres.Joseph Dauben - 2010 - Ontology Studies: Cuadernos de Ontología:21-38.
    This article describes the mystery of a long lost codex of Archimedes that resurfaced briefly at the turn of the last century by Johan Ludwig Heiberg. Long enough for the Danish historian of mathematics Heiberg to identify, photograph and eventually transcribe “The Method” and several other works by Archimedes of considerable mathematical interest. In 1879 Heiberg completed his dissertation, Quaestiones Archimedeae, devoted to Archimedes’ life, works, and transmission of his texts.Este artículo describe el misterio de un códice (...)
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  11.  8
    Archimedes at Syracuse: Two New Witnesses to Cassius dio's Roman History_ 15 (Tzetzes’ _Carmina Iliaca_ and _Hypomnema in S. Lvciam).Philip Rance - 2023 - Classical Quarterly 73 (1):436-456.
    Cassius Dio's fragmentary Roman History 15 contains an account of Archimedes’ role in defending Syracuse during the Roman siege of 213–212 b.c., incorporating a legendary tale about a solar reflector Archimedes constructed to burn Roman warships, and including details of his death when the city fell. The textual basis of this famous episode depends on two derivative twelfth-century works: Zonaras’ Epitome of Histories (9.4–5) and Tzetzes’ Chiliades (2.35). After clarifying the present state of enquiry, this paper introduces two (...)
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  12.  44
    On Archimedes’ statics.Mario Bacelar Valente - 2020 - Theoria. An International Journal for Theory, History and Foundations of Science 35 (2):235-242.
    Archimedes’ statics is considered as an example of ancient Greek applied mathematics; it is even seen as the beginning of mechanics. Wilbur Knorr made the case regarding this work, as other works by him or other mathematicians from ancient Greece, that it lacks references to the physical phenomena it is supposed to address. According to Knorr, this is understandable if we consider the propositions of the treatise in terms of purely mathematical elaborations suggested by quantitative aspects of the phenomena. (...)
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  13.  7
    Archimedes Through the Looking-Glass.Thomas W. Africa - 1975 - Classical World: A Quarterly Journal on Antiquity 68 (5):305.
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  14.  7
    Archimedes to Hawking: laws of science and the great minds behind them.Clifford A. Pickover - 2008 - New York: Oxford University Press.
    This marvelous volume takes the reader on a journey across the centuries as it explores eponymous physical laws—from Archimedes' Law of Buoyancy and Kepler's Laws of Planetary Motion to Heisenberg's Uncertainty Principle and Hubble's Law of Cosmic Expansion—whose ramifications have profoundly altered our everyday lives and our understanding of the universe.
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  15.  41
    How Archimedes Proposed to Move the Earth.Sylvia Berryman - 2020 - Isis 111 (3):562-567.
  16.  11
    Archimedes.Daniel C. Lewis & E. J. Dijksterhuis - 1958 - American Journal of Philology 79 (2):221.
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  17.  6
    Archimedes Opera Omnia 3 Volume Set.Johan Ludvig Heiberg (ed.) - 2013 - Cambridge University Press.
    Published in 1880–1, this three-volume edition of the extant works of the Greek mathematician Archimedes of Syracuse was edited by the Danish philologist and historian Johan Ludvig Heiberg, whose Quaestiones Archimedeae is also reissued in this series. He compiled this edition from a Florentine codex, which he compared with other extant sources. Volume 1 contains On the Sphere and the Cylinder, On the Measurement of a Circle and On Conoids and Spheroids. Volume 2 contains On Spirals, On the Equilibrium (...)
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  18.  27
    The Archimedes Palimpsest. by Reviel Netz, William Noel, Natalie Tchernetska, and Nigel Wilson (eds.).(review).Paul Keyser - 2013 - Classical World: A Quarterly Journal on Antiquity 106 (4):708-709.
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  19.  17
    On Archimedes' Construction of the Regular Heptagon.Wilbur R. Knorr - 1989 - Centaurus 32 (3):257-271.
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  20.  15
    Archimedes. E. J. Dijksterhuis, C. Dikshoorn, Wilbur R. Knorr.G. J. Toomer - 1989 - Isis 80 (2):305-306.
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  21.  42
    Archimedes's tomb and the artists: A postscript.J. B. Trapp - 1990 - Journal of the Warburg and Courtauld Institutes 53 (1):286-288.
  22.  17
    Archimedes' Sand-Reckoner: Aristarchos and Copernicus.Rudolf von Erhardt & Erika von Erhardt-Siebold - 1942 - Isis 33 (5):578-602.
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  23.  14
    Archimedes: The Palimpsest And The Tradition.N. G. Wilson - 1999 - Byzantinische Zeitschrift 92 (1):89-101.
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  24.  4
    Archimedes's iron hand or claw - a new interpretation of an old mystery.C. K. Young - 2004 - Centaurus 46 (3):189-207.
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  25. Time’s Arrow and Archimedes’ Point: New Directions for the Physics of Time.Huw Price - 1996 - New York, US: Oup Usa.
    Why is the future so different from the past? Why does the past affect the future and not the other way round? The universe began with the Big Bang - will it end with a `Big Crunch'? Now in paperback, this book presents an innovative and controversial view of time and contemporary physics. Price urges physicists, philosophers, and anyone who has ever pondered the paradoxes of time to look at the world from a fresh perspective, and throws fascinating new light (...)
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  26. Archimede.Augusto Guzzo - 1952 - Filosofia 3 (2):149.
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  27.  8
    Archimedes Transformed: The Case of a Result Stating a Maximum for a Cubic Equation.Reviel Netz - 1999 - Archive for History of Exact Sciences 54 (1):1-47.
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  28.  13
    How archimedes expected to move the earth.A. G. Drachmann - 1958 - Centaurus 5 (3-4):278-282.
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  29. Øystein vs Archimedes: A Note on Linnebo’s Infinite Balance.Daniel Hoek - 2023 - Erkenntnis 88 (4):1791-1796.
    Using Riemann’s Rearrangement Theorem, Øystein Linnebo (2020) argues that, if it were possible to apply an infinite positive weight and an infinite negative weight to a working scale, the resulting net weight could end up being any real number, depending on the procedure by which these weights are applied. Appealing to the First Postulate of Archimedes’ treatise on balance, I argue instead that the scale would always read 0 kg. Along the way, we stop to consider an infinitely jittery (...)
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  30.  13
    Archimedes among the Humanists.W. R. Laird - 1991 - Isis 82 (4):628-638.
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  31.  8
    Félix-Archimède Pouchet et les méthodes contraceptives.Jean Rostand - 1969 - Revue d'Histoire des Sciences 22 (3):257-258.
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  32.  50
    Archimedes' Theory of the Lever and Mach's Critique.George Goe - 1972 - Studies in History and Philosophy of Science Part A 2 (4):329.
  33.  12
    Archimedes' Neusis-Constructions in Spiral Lines.Wilbur R. Knorr - 1978 - Centaurus 22 (2):77-98.
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  34.  19
    Archimedes and Aristarchus.O. Neugebauer - 1942 - Isis 34 (1):4-6.
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  35.  53
    Time’s arrow and Archimedes’ point.Huw Price - 1996 - Philosophical and Phenomenological Research 59 (4):1093-1096.
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  36.  40
    Archimedes on the Dimensions of the Cosmos.Catherine Osborne - 1983 - Isis 74 (2):234-242.
  37.  8
    Archimedes and the Science of Physics.A. G. Drachmann - 1968 - Centaurus 12 (1):1-11.
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  38.  10
    Archimedes in the Middle Ages. Volume II: The Translations from the Greek by William of Moerbeke. Marshall Clagett.Menso Folkerts - 1979 - Isis 70 (4):611-612.
  39.  14
    Seeing Archimedes throughArchimedes in the Middle Ages. Volume IV: A Supplement on the Medieval Latin Traditions of Conic Sections Marshall Clagett.J. D. North - 1982 - Isis 73 (2):271-274.
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  40.  72
    Archimedes E. J. Dijksterhuis: Archimedes. Pp. 422; 173 figs. Copenhagen: Munksgaard, 1956. Paper, Kr. 60.Ivor Bulmer Thomas - 1958 - The Classical Review 8 (01):43-45.
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  41. Time's Arrow and Archimedes' Point: New Directions for the Physics of Time.Huw Price - 1998 - British Journal for the Philosophy of Science 49 (1):135-159.
     
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  42. I: The Lever of Archimedes.Wilfrid Sellars - 1981 - The Monist 64 (1):3-36.
    1. The lever in question is, of course, that with which, provided that an appropriate fulcrum could be found, Archimedes could move the world. In the analogy I have in mind, the fulcrum is the given, by virtue of which the mind gets leverage on the world of knowledge.
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  43.  16
    Archimedes' Theory of the Lever.V. Lenzen - 1932 - Isis 17:288-289.
  44.  10
    Archimedes' dimension of the circle: A view of the genesis of the extant text.Wilbur R. Knorr - 1986 - Archive for History of Exact Sciences 35 (4):281-324.
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  45.  30
    Archimedes and the Middle Ages, vol. iii, by Marshall Clagett.George Molland - 1981 - History of Science 19 (2):143-147.
  46.  8
    D'archimède À Einstein: Les Faces Cachées De L'invention Scientifique By Pierre Thuillier; Les Passions Du Savoir: Essais Sur Les Dimensions Culturelles De La Science By Pierre Thuillier.Bernadette Bensaude-Vincent - 1989 - Isis 80:673-674.
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  47.  17
    D'Archimède à Einstein: Les faces cachées de l'invention scientifiquePierre ThuillierLes passions du savoir: Essais sur les dimensions culturelles de la sciencePierre Thuillier.Bernadette Bensaude-Vincent - 1989 - Isis 80 (4):673-674.
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  48.  16
    Archimedes: Ingenieur, Naturwissenschaftler und Mathematiker. Ivo Schneider.J. L. Berggren - 1981 - Isis 72 (4):674-675.
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  49.  14
    Archimedes and the Roman Imagination (review).Mario Geymonat - 2009 - Classical World: A Quarterly Journal on Antiquity 103 (1):111-112.
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  50.  24
    Archimède dans les Mathématiques Arabes.Roshdi Rashed - 1991 - Apeiron 24 (4):173 - 193.
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