Results for 'Quantification of Geometry'

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  1.  24
    The politics of modern reason: Politics, anti-politics and norms on continental philosophy, James Bohman.Quantification Parts & Aristotelian Predication - 1999 - The Monist 82 (2).
  2. Vigier III.Spin Foam Spinors & Fundamental Space-Time Geometry - 2000 - Foundations of Physics 30 (1).
  3.  19
    Relations between Arithmetic and Geometry in Piero della Francesca’s Libellus de quinque corporibus regularibus.Vagner Rodrigues de Moraes - 2019 - Circumscribere: International Journal for the History of Science 24.
    This work aim to analyse relations between Arithmetic and Geometry indicated by Piero della Francesca in his treatise Libellus de quinque corporibus regularibus. Piero della Francesca was a painter and scholar of perspective, geometry and arithmetic, in his time. He carried out investigations on pictorial, geometric and architectural issues. Of the treatises he wrote, only three are preserved, on perspective, Geometry and Arithmetic. The central document selected for this research was the manuscript Libellus de quinque corporibus regularibus, (...)
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  4. Kant and non-euclidean geometry.Amit Hagar - 2008 - Kant Studien 99 (1):80-98.
    It is occasionally claimed that the important work of philosophers, physicists, and mathematicians in the nineteenth and in the early twentieth centuries made Kant’s critical philosophy of geometry look somewhat unattractive. Indeed, from the wider perspective of the discovery of non-Euclidean geometries, the replacement of Newtonian physics with Einstein’s theories of relativity, and the rise of quantificational logic, Kant’s philosophy seems “quaint at best and silly at worst”.1 While there is no doubt that Kant’s transcendental project involves his own (...)
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  5. New Dimensions of the Square of Opposition.Jean-Yves Béziau & Stamatios Gerogiorgakis (eds.) - 2017 - Munich: Philosophia.
    The square of opposition is a diagram related to a theory of oppositions that goes back to Aristotle. Both the diagram and the theory have been discussed throughout the history of logic. Initially, the diagram was employed to present the Aristotelian theory of quantification, but extensions and criticisms of this theory have resulted in various other diagrams. The strength of the theory is that it is at the same time fairly simple and quite rich. The theory of oppositions has (...)
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  6.  16
    The Quantification of Bodies in Health: Multidisciplinary Perspectives.Joaquim Braga, Btihaj Ajana & Simone Guidi (eds.) - 2021 - Bingley, Reino Unido: Emerald Publishing Limited.
    The use of digital tracking technologies is a widespread phenomenon. Millions of people around the world now track, document, and analyse their physical activities, vital functions, and daily habits through wearable devices, apps, and platforms. The aim is to assess and improve health, productivity, and wellbeing. The current Covid-19 pandemic has accelerated the uptake of tracking technologies. At the heart of this trend lies the quantification of the body, deemed as a key element in medical practice and personal self-care. (...)
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  7. Core Knowledge of Geometry in an Amazonian Indigene Group.Stanislas Dehaene, Véronique Izard, Pierre Pica & Elizabeth Spelke - 2006 - Science 311 (5759)::381-4.
    Does geometry constitues a core set of intuitions present in all humans, regarless of their language or schooling ? We used two non verbal tests to probe the conceptual primitives of geometry in the Munduruku, an isolated Amazonian indigene group. Our results provide evidence for geometrical intuitions in the absence of schooling, experience with graphic symbols or maps, or a rich language of geometrical terms.
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  8. Edmund Husserl’s ‘Origin of Geometry’: An Introduction.Jacques Derrida - 1978 - University of Nebraska.
    Derrida's introduction to his French translation of Husserl's essay "The Origin of Geometry," arguing that although Husserl privileges speech over writing in an account of meaning and the development of scientific knowledge, this privilege is in fact unstable.
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  9. On quantification of risks in an economic-system with objective values.I. Baboucek - 1990 - Filosoficky Casopis 38 (4):569-569.
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  10.  31
    Philosophy of Geometry from Riemann to Poincare. By Roberto Torretti. [REVIEW]Steven James Bartlett - 1981 - Modern Schoolman 58 (2):136-136.
    A review of Roberto Torretti's book, "Philosophy of Geometry from Riemann to Poincare.".
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  11. History of geometry and the development of the form of its language.Ladislav Kvasz - 1998 - Synthese 116 (2):141–186.
    The aim of this paper is to introduce Wittgenstein’s concept of the form of a language into geometry and to show how it can be used to achieve a better understanding of the development of geometry, from Desargues, Lobachevsky and Beltrami to Cayley, Klein and Poincaré. Thus this essay can be seen as an attempt to rehabilitate the Picture Theory of Meaning, from the Tractatus. Its basic idea is to use Picture Theory to understand the pictures of (...). I will try to show, that the historical evolution of geometry can be interpreted as the development of the form of its language. This confrontation of the Picture Theory with history of geometry sheds new light also on the ideas of Wittgenstein. (shrink)
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  12.  39
    Foundations of Geometry and Induction.Geometry in the Sensible World.The Logical Problem of Induction.Jean Nicod - 1932 - Routledge.
    First published in 2000. Routledge is an imprint of Taylor & Francis, an informa company.
  13.  39
    Philosophy of Geometry from Riemann to Poincaré.Nicholas Griffin - 1981 - Philosophical Quarterly 31 (125):374.
  14.  9
    The Quantification of Life and Health from the Sixteenth to the Nineteenth Century. Intersections of Medicine and Philosophy.Simone Guidi & Joaquim Braga (eds.) - 2023 - Palgrave Macmillan.
    This edited volume explores the intersection of medicine and philosophy throughout history, calling attention to the role of quantification in understanding the medical body. Retracing current trends and debates to examine the quantification of the body throughout the early modern, modern and early contemporary age, the authors contextualise important issues of both medical and philosophical significance, with chapters focusing on the quantification of temperaments and fluids, complexions, functions of the living body, embryology, and the impact of quantified (...)
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  15. Philosophy of Geometry from Riemann to Poincaré.Roberto Torretti - 1978 - Revue de Métaphysique et de Morale 88 (4):565-571.
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  16.  16
    Arbitrariness of geometry and the aether.P. F. Browne - 1976 - Foundations of Physics 6 (4):457-471.
    As emphasized by Milne, an observer ultimately depends on the transmission and reception of light signals for the measurement of natural lengths and periods remote from his world point. The laws of geometry which are obeyed when these lengths and periods are plotted on a space-time depend, inevitably, on assumptions concerning the dependence of light velocity on the spatial and temporal coordinates. A convention regarding light velocity fixes the geometry, and conversely. However, the convention of flat space-time implies (...)
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  17.  42
    The quantification of intelligence in nineteenth-century craniology: an epistemology of measurement perspective.Michele Luchetti - 2022 - European Journal for Philosophy of Science 12 (4):1-29.
    Craniology – the practice of inferring intelligence differences from the measurement of human skulls – survived the dismissal of phrenology and remained a widely popular research program until the end of the nineteenth century. From the 1970s, historians and sociologists of science extensively focused on the explicit and implicit socio-cultural biases invalidating the evidence and claims that craniology produced. Building on this literature, I reassess the history of craniological practice from a different but complementary perspective that relies on recent developments (...)
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  18. Philosophy of Geometry from Riemann to Poincaré.Roberto Torretti - 1978 - Revue Philosophique de la France Et de l'Etranger 172 (3):565-572.
     
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  19.  35
    Ethics of Geometry and Genealogy of Modernity.Marc Richir - 1994 - Graduate Faculty Philosophy Journal 17 (1-2):315-324.
    The work of David R. Lachterman, The Ethics of Geometry, subtitled A Genealogy of Modernity, concerns essentially the status of geometry in Euclid’s Elements and in Descartes’s Geometry. It is a remarkable work, at once by the declared breadth of its ambitions and by the very great precision of its analyses, which are always supported by a prodigious philosophical culture. David Lachterman’s concern is to grasp, by way of an in-depth commentary of certain, particularly crucial passages of (...)
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  20.  8
    The Quantification of Judgment: Some Methodological Suggestions.Robert L. Winkler - 1967 - Journal of the American Statistical Association 62 (320):1105-1120.
    The personalistic theory of probability prescribes that a person should use personal probability assessments in decision-making and that these assessments should correspond with his judgments. Since the judgments exist solely in the assessor's mind, there is no way to prove whether or not this requirement is satisfied. De Finetti has proposed the development of methods which should oblige the assessor to make his assessments correspond with his judgments. An ideal Assessor is hypothesized and his behavior is investigated under a number (...)
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  21.  5
    Foundations of Geometry & Induction.Jean Nicod - 1930 - London, England: Routledge & Kegan Paul.
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  22.  26
    Quantification of an Elite Futsal Team’s Microcycle External Load by Using the Repetition of High and Very High Demanding Scenarios.Jordi Illa, Daniel Fernandez, Xavier Reche, Gerard Carmona & Joan Ramon Tarragó - 2020 - Frontiers in Psychology 11.
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  23.  82
    Axiomatizability of geometry without points.Andrzej Grzegorczyk - 1960 - Synthese 12 (2-3):228 - 235.
  24. Quantification of the predicate and many-sorted logic.William Tuthill Parry - 1966 - Philosophy and Phenomenological Research 26 (3):342-360.
  25.  4
    Foundations of Geometry and Induction.Jean Nicod - 1930 - London, England: Routledge.
    First published in 2000. Routledge is an imprint of Taylor & Francis, an informa company.
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  26.  10
    Foundations of Geometry.Bertrand Russell - 1996 - Routledge.
    The Foundations of Geometry was first published in 1897, and is based on Russell's Cambridge dissertation as well as lectures given during a journey through the USA. This is the first reprint, complete with a new introduction by John Slater. It provides both an insight into the foundations of Russell's philosophical thinking and an introduction to the philosophy of mathematics and logic. As such it will be an invaluable resource not only for students of philosophy, but also for those (...)
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  27.  26
    Expansions of geometries.John T. Baldwin - 2003 - Journal of Symbolic Logic 68 (3):803-827.
    For $n < \omega$ , expand the structure (n, S, I, F) (with S the successor relation, I, F as the initial and final element) by forming graphs with edge probability n-α for irrational α, with $0 < \alpha < 1$ . The sentences in the expanded language, which have limit probability 1, form a complete and stable theory.
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  28.  19
    Perceptual quantification of conditional dependency.Dwight E. Erlick & Robert G. Mills - 1967 - Journal of Experimental Psychology 73 (1):9.
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  29.  39
    The Ethics of Geometry: A Genealogy of Modernity.David Rapport Lachterman - 1989 - Routledge.
    The Ethics of Geometry is a study of the relationship between philosophy and mathematics. Essential differences in the ethos of mathematics, for example, the customary ways of undertaking and understanding mathematical procedures and their objects, provide insight into the fundamental issues in the quarrel of moderns with ancients. Two signal features of the modern ethos are the priority of problem-solving over theorem-proving, and the claim that constructability by human minds or instruments establishes the existence of relevant entities. These figures (...)
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  30.  2
    Foundations of Geometry and Induction.Jean Nicod - 1930 - London, England: Routledge.
    First published in 2000. Routledge is an imprint of Taylor & Francis, an informa company.
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  31.  39
    Towards quantification of the role of materials innovation in overall technological development.Christopher L. Magee - 2013 - Complexity 18 (1):10-25.
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  32.  30
    Quantification of a genetic message in selection.R. Monet - 1993 - Acta Biotheoretica 41 (3):199-203.
    The genetic communication system includes the following components: the parent, which represents the information source and which emits messages; the gametes, which are the messenger carriers; and the offspring, which results from the decoding of two of these messages and can, in turn, become an information source.In a diploid species, a pair of heterozygous homologous loci may emit two equally probable messages, the quantity of genetic information (Q) produced being equivalent to: Q=log2 2=1 bit. For n independent pairs of heterozygous (...)
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  33. Toward quantification of meaning.Kaarle Nordenstreng - 1969 - Helsinki,: Suomalainen Tiedeakatemia.
     
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  34.  25
    Quantification of Uncertainties of Future Climate Change: Challenges and Applications.Linda O. Mearns - 2010 - Philosophy of Science 77 (5):998-1011.
    Increasing societal concerns regarding the potential deleterious effects of future climate change have galvanized efforts to manage the problem both through reduction of greenhouse gases and through development of plans to reduce the impacts of climate change that cannot be avoided. These critical activities require making decisions under conditions of considerable uncertainty regarding future conditions in physical and human systems. As the focus on providing information about future climate for taking actions to cope with climate change, the science of uncertainty (...)
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  35.  44
    Epistemology of Geometry.Jeremy Gray - forthcoming - Stanford Encyclopedia of Philosophy.
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  36.  11
    Quantification of Conflicts of Interest in an Online Point-of-Care Clinical Support Website.Ambica C. Chopra, Stephanie S. Tilberry, Kaitlyn E. Sternat, Daniel Y. Chung, Stephanie D. Nichols & Brian J. Piper - 2020 - Science and Engineering Ethics 26 (2):921-930.
    Online medical reference websites are utilized by health care providers to enhance their education and decision making. However, these resources may not adequately reveal pharmaceutical-author interactions and their potential conflicts of interest. This investigation: evaluates the correspondence of two well-utilized CoI databases: the Centers for Medicare and Medicaid Services Open Payments and ProPublica’s Dollars for Docs and quantifies CoIs among authors of a publicly available point of care clinical support website which is used to inform evidence-based medicine decisions. Two data (...)
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  37.  17
    Quantification of Conflicts of Interest in an Online Point-of-Care Clinical Support Website.Ambica C. Chopra, Stephanie S. Tilberry, Kaitlyn E. Sternat, Daniel Y. Chung, Stephanie D. Nichols & Brian J. Piper - 2020 - Science and Engineering Ethics 26 (2):921-930.
    Online medical reference websites are utilized by health care providers to enhance their education and decision making. However, these resources may not adequately reveal pharmaceutical-author interactions and their potential conflicts of interest. This investigation: evaluates the correspondence of two well-utilized CoI databases: the Centers for Medicare and Medicaid Services Open Payments and ProPublica’s Dollars for Docs and quantifies CoIs among authors of a publicly available point of care clinical support website which is used to inform evidence-based medicine decisions. Two data (...)
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  38.  9
    Quantification of Conflicts of Interest in an Online Point-of-Care Clinical Support Website.Ambica C. Chopra, Stephanie S. Tilberry, Kaitlyn E. Sternat, Daniel Y. Chung, Stephanie D. Nichols & Brian J. Piper - 2020 - Science and Engineering Ethics 26 (2):921-930.
    Online medical reference websites are utilized by health care providers to enhance their education and decision making. However, these resources may not adequately reveal pharmaceutical-author interactions and their potential conflicts of interest. This investigation: evaluates the correspondence of two well-utilized CoI databases: the Centers for Medicare and Medicaid Services Open Payments and ProPublica’s Dollars for Docs and quantifies CoIs among authors of a publicly available point of care clinical support website which is used to inform evidence-based medicine decisions. Two data (...)
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  39.  8
    Quantification of Respiratory and Muscular Perceived Exertions as Perceived Measures of Internal Loads During Domestic and Overseas Training Camps in Elite Futsal Players.Yu-Xian Lu, Filipe M. Clemente, Pedro Bezerra, Zachary J. Crowley-McHattan, Shih-Chung Cheng, Chia-Hua Chien, Cheng-Deng Kuo & Yung-Sheng Chen - 2022 - Frontiers in Psychology 12.
    BackgroundThe rating of perceived exertion scales with respiratory and muscular illustrations are recognized as simple and practical methods to understand individual psychometric characteristics in breathing and muscle exertion during exercise. However, the implementation of respiratory and muscular RPE to quantify training load in futsal training camps has not been examined. This study investigates respiratory and muscular RPE relationships during domestic training camps and overseas training camps in an under 20 futsal national team.MethodsData collected from eleven field players were used for (...)
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  40.  5
    Epistemology of Geometry: Structure-Constructivism (Ⅰ) - Beyond the Argument Between the Logical and the Phenomenological Interpretation on the Role of Intuition in Kant’s Theory of Geometry -. 문장수 - 2022 - Journal of the New Korean Philosophical Association 108:23-52.
    본 연구는 기하학에 대한 구조-구성주의 인식론을 정당화하는 것이다. 즉 구조주의와 구성주의를 융합하는 필자의 고유한 인식론으로 기하학적 인식의 본성을 해명하는 것이다. 그러나 현재의 연구는 이러한 큰 주제에 접근하기 위한 예비적 연구로서 칸트의 기하학적 직관 개념에 대한 역사-비판적 분석을 제공하는 데 한정된다. 잘 알려져 있는 것처럼, 칸트는 수학적 인식, 특히 기하학적 인식을 위해서 직관이 핵심적으로 중요하다고 주장했다. 그런데 칸트가 말하는 기하학적 인식을 위한 직관의 역할이 무엇인지는 여전히 논쟁적이다. 이점과 관련해서 역사적으로 대립적인 두 가지 해석이 있다. 하나는 베스(E. Beth), 힌티카(J. Hintikka), 프리드만(M. Fridman) (...)
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  41.  94
    Quantification of theoretical terms and the falsifiability of theories.Herbert A. Simon - 1985 - British Journal for the Philosophy of Science 36 (3):291-298.
  42.  17
    Quantification of gait changes in subjects with visual height intolerance when exposed to heights.Roman Schniepp, Gã¼Nter Kugler, Max Wuehr, Maria Eckl, Doreen Huppert, Sabrina Huth, Cauchy Pradhan, Klaus Jahn & Thomas Brandt - 2014 - Frontiers in Human Neuroscience 8.
  43.  35
    Quantification of pausing on fixed-ratio schedules of reinforcement.Gary F. Meunier, Christopher Starratt & Joseph Sergio - 1979 - Bulletin of the Psychonomic Society 14 (5):340-342.
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  44.  3
    Foundations of Geometry and Induction.Jean Nicod - 2000 - Routledge.
  45.  17
    Philosophy of Geometry from Riemann to Poincaré.J. Alberto Coffa - 1983 - Noûs 17 (4):683-689.
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  46.  28
    Quantification of Movement-Related EEG Correlates Associated with Motor Training: A Study on Movement-Related Cortical Potentials and Sensorimotor Rhythms.Mads Jochumsen, Cecilie Rovsing, Helene Rovsing, Sylvain Cremoux, Nada Signal, Kathryn Allen, Denise Taylor & Imran K. Niazi - 2017 - Frontiers in Human Neuroscience 11.
  47.  15
    Edmund Husserl’s ‘Origin of Geometry’: An Introduction.Richard M. Martin - 1980 - Philosophy and Phenomenological Research 40 (3):436-436.
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  48.  45
    XI.—Hamilton's Quantification of the Predicate.W. Bednarowski - 1956 - Proceedings of the Aristotelian Society 56 (1):217-240.
    This paper consists roughly of three parts. In the first part, an attempt has been made to find some tenable interpretation of Hamilton's logic. This results in accepting that Hamilton's logic can be "saved" if it is understood as being an everday language version of Euler's relations, i.e., extensional relations between terms. In the second part, the propositions of Euler and the propositions of Aristotle are compared and found to be interdefinable: every proposition of Aristotle can be defined by a (...)
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  49.  19
    Review of Geometry and Induction by Jean Nicod. Translated by John Bell and Michael Woods. [REVIEW]L. Jonathan Cohen - 1971 - Philosophical Quarterly 21 (85):376.
  50.  18
    On the quantification of Miller's conflict theory.Norman H. Anderson - 1962 - Psychological Review 69 (5):400-414.
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