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This book addresses the issue of natural simultaneity of relatives, discussed by Aristotle in Categories 7, 7b15â 8a12. Natural simultaneity is a form of symmetrical ontological dependence that holds between items that are not causally linked. In this section of the Categories, Aristotle introduces this topic in his analysis of relatives and maintains that although relatives seem to be for the most part simultaneous by nature, there seem to be some exceptions. He mentions two pairs of relatives as exceptions, namely the pairs knowledge/knowable and perception/perceptible, and argues at length for the priority of the second relative over the first one in each case. Through a close reading of this text, the author analyses Aristotleâs arguments for the thesis of the exceptional character of these pairs and shows that all of them are unsuccessful in supporting the thesis. In order to draw this conclusion, the author highlights and carefully considers the properties that A

Aristotle on Natural Simultaneity of Relatives in

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    A Hardback by António Pedro Mesquita

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      Publisher: Taylor & Francis
      Publication Date: 10/9/2024
      ISBN13: 9781032900957, 978-1032900957
      ISBN10: 1032900954

      Description

      Book Synopsis

      This book addresses the issue of natural simultaneity of relatives, discussed by Aristotle in Categories 7, 7b15â 8a12. Natural simultaneity is a form of symmetrical ontological dependence that holds between items that are not causally linked. In this section of the Categories, Aristotle introduces this topic in his analysis of relatives and maintains that although relatives seem to be for the most part simultaneous by nature, there seem to be some exceptions. He mentions two pairs of relatives as exceptions, namely the pairs knowledge/knowable and perception/perceptible, and argues at length for the priority of the second relative over the first one in each case. Through a close reading of this text, the author analyses Aristotleâs arguments for the thesis of the exceptional character of these pairs and shows that all of them are unsuccessful in supporting the thesis. In order to draw this conclusion, the author highlights and carefully considers the properties that A

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