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Newton's Principia for the Common Reader

Oxford University Press UK (1995)

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  1. …and so Euler discovered Differential Equations.Pablo Rodríguez-Vellando - 2019 - Foundations of Science 24 (2):343-374.
    Euler's contributions to differential equations are so comprehensive and rigorous that any contemporary textbook on the subject can be regarded as a copy of Euler's Institutionum Calculi Integralis. Of course, Euler's work is an improvement of that of Leibniz, the Bernoullis, Newton and so many others before them, but still it's so outstanding that will be used in this paper as a reference to account for every previous or subsequent development in ODEs. Maybe Euler did not discovered differential equations, but (...)
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  • A Contribution to the Newtonian Scholarship: The “Jesuit Edition” of Isaac Newton’s Principia, a research in progress by Paolo Bussotti and Raffaele Pisano.Rocha Gustavo Rodrigues - 2017 - Transversal: International Journal for the Historiography of Science 2:242.
    Review of The “Jesuit Edition” of Isaac Newton’s Principia.
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  • Conceptual Frameworks on the Relationship Between Physics–Mathematics in the Newton Principia Geneva Edition (1822).Raffaele Pisano & Paolo Bussotti - 2022 - Foundations of Science 27 (3).
    The aim of this paper is twofold: (1) to show the principal aspects of the way in which Newton conceived his mathematical concepts and methods and applied them to rational mechanics in his Principia; (2) to explain how the editors of the Geneva Edition interpreted, clarified, and made accessible to a broader public Newton’s perfect but often elliptic proofs. Following this line of inquiry, we will explain the successes of Newton’s mechanics, but also the problematic aspects of his perfect geometrical (...)
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  • Kuhnian revolutions in neuroscience: the role of tool development.David Parker - 2018 - Biology and Philosophy 33 (3-4):17.
    The terms “paradigm” and “paradigm shift” originated in “The Structure of Scientific Revolutions” by Thomas Kuhn. A paradigm can be defined as the generally accepted concepts and practices of a field, and a paradigm shift its replacement in a scientific revolution. A paradigm shift results from a crisis caused by anomalies in a paradigm that reduce its usefulness to a field. Claims of paradigm shifts and revolutions are made frequently in the neurosciences. In this article I will consider neuroscience paradigms, (...)
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  • A Bayesian Account of the Virtue of Unification.Wayne C. Myrvold - 2003 - Philosophy of Science 70 (2):399-423.
    A Bayesian account of the virtue of unification is given. On this account, the ability of a theory to unify disparate phenomena consists in the ability of the theory to render such phenomena informationally relevant to each other. It is shown that such ability contributes to the evidential support of the theory, and hence that preference for theories that unify the phenomena need not, on a Bayesian account, be built into the prior probabilities of theories.
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  • Reflections on 25 Years of Journal Editorship.Michael R. Matthews - 2015 - Science & Education 24 (5-6):749-805.
    These reflections range over some distinctive features of the journal Science & Education, they acknowledge in a limited way the many individuals who over the past 25 years have contributed to the success and reputation of the journal, they chart the beginnings of the journal, and they dwell on a few central concerns—clear writing and the contribution of HPS to teacher education. The reflections also revisit the much-debated and written-upon philosophical and pedagogical arguments occasioned by the rise and possible demise (...)
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  • Second thoughts around some of göde's writings:.G. Kreisel - 1998 - Synthese 114 (1):99-160.
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  • The Path of Halley's Comet, and Newton's Late Apprehension of the Law of Gravity.Nicholas Kollerstrom - 1999 - Annals of Science 56 (4):331-356.
    It is here argued that Halley's comet had a more pivotal role than has hitherto been believed in triggering Newton's acceptance of the law of gravity, dispelling his belief in Descartes' theory of vortices. It is found that historians have been unduly prone to credit Newton with dynamical insights at an earlier date than is warranted by the historical documents. A more convincing account of the transition from the period of Newton's alchemical researches of the 1670s to that of his (...)
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  • Newton’s Use of the Pendulum to Investigate Fluid Resistance: A Case Study and some Implications for Teaching About the Nature of Science.Colin F. Gauld - 2009 - Science & Education 18 (3-4):383-400.
  • Niccolò Guicciardini reading the principia: The debate on Newton's mathematical methods for natural philosophy from 1687 to 1736.Patricia Fara - 2000 - British Journal for the Philosophy of Science 51 (4):935-939.
  • A Survey of Inductive Generalization.John D. Norton - unknown
    Inductive generalization asserts that what obtains in known instances can be generalized to all. Its original form is enumerative induction, the earliest form of inductive inference, and it has been elaborated in various ways, largely with the goal of extending its reach. Its principal problem is that it supplies no intrinsic notion of strength of support so that one cannot tell if the generalization has weak or strong support.
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  • Buddhist ‘Theory of Meaning’ (Apoha vāda) as Negative Meaning’.Dr Sanjit Chakraborty - 2017 - NEHU Journal, North Eastern Hill University (2):67-79.
    The paper concentrates on the most pressing question of Indian philosophy: what is the exact connotation of a word or what sort of entity helps us to identify the meaning of a word? The paper focuses on the clash between Realism (Nyāya) and Apoha vāda (Buddhist) regarding the debate whether the meaning of a word is particular/universal or both. The paper asserts that though Naiyāyikas and Mīmāṁsakas challenged against Buddhist Apoha vāda, yet they realized that to establish an opinion in (...)
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  • La revendication de Hooke sur la loi de la gravité.Nicolae Sfetcu - manuscript
    Dans une note intitulée « Un état vrai de l'affaire et la controverse entre Sr Isaak Newton et le Dr Robert Hooke comme priorité de cette noble hypothèse du mouvement des planètes autour du Soleil en tant que leurs centres » non publié au cours de sa vie, Hooke a décrit sa théorie de la gravité. Pour soutenir sa « priorité », Hooke cite ses conférences sur les mouvements planétaires du 23 mai 1666, « Une tentative de prouver le mouvement (...)
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  • Isaac Newton vs. Robert Hooke on the law of universal gravitation.Nicolae Sfetcu - manuscript
    One of the most disputed controversy over the priority of scientific discoveries is that of the law of universal gravitation, between Isaac Newton and Robert Hooke. Hooke accused Newton of plagiarism, of taking over his ideas expressed in previous works. In this paper I try to show, on the basis of previous analysis, that both scientists were wrong: Robert Hooke because his theory was basically only ideas that would never have materialized without Isaac Newton's mathematical support; and the latter was (...)
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  • Controversa dintre Isaac Newton și Robert Hooke despre prioritatea în legea gravitației.Nicolae Sfetcu - manuscript
    Una din cele mai disputate controverse privind prioritatea unor descoperiri științifice este cea privind legea gravitației universale, între Isaac Newton și Robert Hooke. În acest eseu extind o lucrare mai veche pe aceeași temă, ”Isaac Newton vs. Robert Hooke în legea gravitației universale”. Hooke l-a acuzat pe Newton de plagiat, preluându-i ideile exprimate în lucrările anterioare. În această lucrare încerc să arăt, pe baza unor analize anterioare, că ambii oameni de știință au greșit: Robert Hooke pentru că teoria sa nu (...)
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  • Hooke's claim on the law of gravity.Nicolae Sfetcu - manuscript
    Based on Galileo's experiments, Newton develops the theory of gravity in his first book Philosophiæ Naturalis Principia Mathematica ("Principia") of 1686. Immediately after, Robert Hooke accused Newton of plagiarism, claiming that he unduly assumed his "notion" of "the rule of the decrease of Gravity, being reciprocally as the squares of the distances from the Center". But, according to Edmond Halley, Hooke agreed that "the demonstration of the curves generated by it" belongs entirely to Newton.
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