Book Do Numbers Exist?: A Debate about Abstract Objects PDF Download - Peter van Inwagen, William Lane Craig
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Do Numbers Exist?: A Debate about Abstract Objects
Peter van Inwagen, William Lane Craig
Page: 298
Format: pdf, ePub, mobi, fb2
ISBN: 9780367442767
Publisher: Taylor & Francis
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In Do Numbers Exist? Peter van Inwagen and William Lane Craig take opposite sides on whether there are abstract objects, such as numbers and properties. Craig argues that there are no abstract objects, whereas Van Inwagen argues that there are. Their exchange explores various arguments about the existence and nature of abstract objects. They focus especially on whether our ordinary and scientific thought and talk commit us to abstract objects, surveying the options available to us and the objections each faces. The debate covers central problems and methods in metaphysics, and also delves into theological questions raised by abstract objects. Key Features: Showcases the presentation and defense of two points of view on the existence of abstract objects, from two of the world’s leading philosophers Presents definitions in an easily accessible form Provides frequent summaries of previously covered material Includes a glossary of all specialized vocabulary
Do Numbers Exist?: A Debate about book by William
Peter van Inwagen and William Lane Craig take opposite sides on whether there are abstract objects, such as numbers and properties. Craig argues that there are
Do Numbers Exist?: A Philosophical Question
Oct 14, 2016 —
Do Numbers Exist?: A Debate about Abstract Objects Van
In Do Numbers Exist? Peter van Inwagen and William Lane Craig take opposite sides on whether there are abstract objects, such as numbers and properties.
Do Numbers Exist?: A Debate about Abstract Objects
Do Numbers Exist?: A Debate about Abstract Objects - Little Debates about Big Questions (Paperback) · Showcases the presentation and defense of two points of
Do Numbers Exist?: A Debate about Abstract Objects
Craig argues that there are no abstract objects, whereas Van Inwagen argues that there are. Their exchange explores various arguments about the existence and