2014
DOI: 10.1007/s10516-014-9229-8
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The Import of the Original Bradley’s Regress(es)

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Cited by 9 publications
(4 citation statements)
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“…First, some authors claim that the generated regress is not vicious and so no solution to BR is needed (Gaskin 1995;Orilia 2002). Second, a common response to BR is to claim that regress is not generated because no further explanation is required to show why situations like (Ia) and (IIa) are different, as the very nature of relations is that they successfully connect elements (Butchvarov 1981;Perovic 2014). Another version of this response is to postulate that the relation of instantiation is not in fact a relation but a "non-relational tie" that has different properties to usual relations which make it immune to BR (Armstrong 1997, p. 30;Lewis 2002;Pelletier and Zalta 2000).…”
Section: Bradley's Regress and Perceptionmentioning
confidence: 99%
“…First, some authors claim that the generated regress is not vicious and so no solution to BR is needed (Gaskin 1995;Orilia 2002). Second, a common response to BR is to claim that regress is not generated because no further explanation is required to show why situations like (Ia) and (IIa) are different, as the very nature of relations is that they successfully connect elements (Butchvarov 1981;Perovic 2014). Another version of this response is to postulate that the relation of instantiation is not in fact a relation but a "non-relational tie" that has different properties to usual relations which make it immune to BR (Armstrong 1997, p. 30;Lewis 2002;Pelletier and Zalta 2000).…”
Section: Bradley's Regress and Perceptionmentioning
confidence: 99%
“…But such conclusion seems rather quick and unsubstantiated since it is far from clear what exactly generates the vicious regress of relations described by Vallicella. Can it be that Vallicella has simply assumed that relations cannot 6 For a detailed reconstruction and analysis of Bradley's original regress arguments as well as criticisms of the Bradleyean underpinnings of contemporary attacks on relations see Perovic (2014). 7 As it is argued in Perovic (2014), Bradley's original regress arguments are brought forth against a relational unity of a bundle of qualities, and they rely upon a number of unsubstantiated assumptions about relations.…”
Section: States Of Affairs and The Problems Of Unitymentioning
confidence: 99%
“…Fourthly, identify later stages with their predecessors and accept cyclical generation. For more on Bradleyan regresses see (Perovic 2017) and Chs. XX, YY, this volume.…”
Section: Fundamentalitymentioning
confidence: 99%