The Locator -- [(subject = "Metaphysics")]

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001 14902A76933C11EEBCD0C43545ECA4DB
003 SILO
005 20231205010040
008 220315t20222022enk      b    000 0 eng d
020    $a 1009009249
020    $a 9781009009249
035    $a (OCoLC)1303558625
040    $a YDX $b eng $e rda $c YDX $d UKMGB $d OCLCF $d YDX $d UIU $d CDX $d QGJ $d MUU $d XII $d OCLCO $d SILO
050  4 $a BD460 T76 M38 2022
050 14 $a BD460 T76 M387 2022
100 1  $a Maurin, Anna-Sofia, $e author. $4 aut
245 10 $a Properties / $c Anna-Sofia Maurin.
264  1 $a Cambridge, United Kingdom ; $b Cambridge University Press, $c 2022.
300    $a 62 pages ; $c 23 cm.
490 1  $a Cambridge elements. Elements in metaphysics,
504    $a Includes bibliographical references (pages [57]-62).
520    $a "Although the subject matter of this Element is properties, do not expect in-depth introductions to the various views on properties 'on the market'. Instead, here that subject matter is treated meta-philosophically. Rather than ask and try to answer a question like do properties exist? this Element asks what reasons one might have for thinking that properties exist (what problem properties, if they exist, are there to solve), what counts as solving that (or those) problems (including what counts as 'a property'), as well as how we ought to proceed when trying to find out if properties exist (by which method this ought to be decided). As it turns out, these questions and their answers are all intricately intertwined. Theory comparison and theory evaluation is in other words (and perhaps not that surprisingly) tricky. Do properties exist? After reading this Element all we can say is therefore this: that depends."--Page [4] of cover.
650  0 $a Tropes (Philosophy)
650  0 $a Metaphysics.
776 08 $i Electronic version: $a Maurin, Anna-Sofia. $t Properties. $d Cambridge, United Kingdom ; New York, NY : Cambridge University Press, 2022 $z 9781009008938 $w (OCoLC)1336505153
830  0 $a Cambridge elements. $p Elements in metaphysics.
941    $a 1
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956    $a http://locator.silo.lib.ia.us/search.cgi?index_0=id&term_0=14902A76933C11EEBCD0C43545ECA4DB
994    $a C0 $b IWA

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