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Book Synopsis

Mechanics has long been recognized as the pivotal science in the decline of Aristotelian natural philosophy and the rise of the new, mathematical physics of the Scientific Revolution. Less well known, however, is the earlier transformation of mechanics from a practical art into a theoretical and mathematical science. This transformation was occasioned by the recovery of the pseudo-Aristotelian Mechanical Problems and its assimilation in the course of the sixteenth century to the Aristotelian model of the subalternate or middle sciences, which deal with natural subject matter but draw their principles from geometry or arithmetic.

In his Dialogue on Mechanics, Giuseppe Moletti made the most explicit and thoroughgoing attempt to determine the geometrical principles of Aristotelian mechanics, to establish its Euclidean foundations, and so to realize in fact the subalternation of mechanics to geometry. Having done this in the First Day, he then set out in the Seco

The Unfinished Mechanics of Giuseppe Moletti

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    A Paperback / softback by Walter R Laird

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      Publisher: University of Toronto Press
      Publication Date: Publication Date: 15/12/2000
      ISBN13: 9781442657748, 978-1442657748
      ISBN10: 144265774X

      Description

      Book Synopsis

      Mechanics has long been recognized as the pivotal science in the decline of Aristotelian natural philosophy and the rise of the new, mathematical physics of the Scientific Revolution. Less well known, however, is the earlier transformation of mechanics from a practical art into a theoretical and mathematical science. This transformation was occasioned by the recovery of the pseudo-Aristotelian Mechanical Problems and its assimilation in the course of the sixteenth century to the Aristotelian model of the subalternate or middle sciences, which deal with natural subject matter but draw their principles from geometry or arithmetic.

      In his Dialogue on Mechanics, Giuseppe Moletti made the most explicit and thoroughgoing attempt to determine the geometrical principles of Aristotelian mechanics, to establish its Euclidean foundations, and so to realize in fact the subalternation of mechanics to geometry. Having done this in the First Day, he then set out in the Seco

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