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Renaissance concept of impetus

Encyclopedia of Renaissance Philosophy (2019)

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  1. Problēmata Mēchanika, the Analytics, and Projectile Motion.John Anders - 2013 - Apeiron 46 (2):1-30.
  • Honoré Fabri and the Concept of Impetus: A Bridge between Conceptual Frameworks.Michael Elazar - 2011 - Dordrecht Heidelberg London New York: Springer.
    This book discusses the impetus-based physics of the Jesuit natural philosopher and mathematician Honoré Fabri, a senior representative of Jesuit scientists during the period between Galileo's death and Newton's Principia. It shows how Fabri, while remaining loyal to a general Aristotelian outlook, managed to reinterpret the old concept of “impetus” in such a way as to assimilate into his physics building blocks of modern science, like Galileo’s law of fall and Descartes’ principle of inertia. This account of Fabri’s theory is (...)
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  • Francis of Marchia's Virtus Derelicta and the Context of Its Development.Chris Schabel - 2006 - Vivarium 44 (1):41-80.
    This article offers the first critical edition of the most important version of Francis of Marchia's famous question 1 of his commentary on Book IV of the Sentences, in which the Franciscan theologian puts forth his virtus derelicta theory of projectile motion. The introduction attempts to place Marchia's theory in its proper context. The theory might seem to us an obvious improvement on Aristotle, but rather than an immediate and complete break with tradition that all scholastics quickly adopted, Marchia's virtus (...)
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  • Idealization and Galileo’s Proto-Inertial Principle.Maarten Van Dyck - 2018 - Philosophy of Science 85 (5):919-929.
    Galileo proposed what has been called a proto-inertial principle, according to which a body un horizontal motion will conserve its motion. This statement is only true in counterfactual circumstances where no impediments are present. This paper analyzes how Galileo could have been justified in ascribing definite properties to this idealized motion. This analysis is then used to better understand the relation of Galileo’s proto-inertial principle to the classical inertial principle.
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  • Études Galiléennes.Alexandre Koyré - 1939 - Hermann.
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  • Etudes Galiléennes.Alexandre Koyré - 1939 - Hermann.
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