2008
DOI: 10.1007/s11098-008-9266-5
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The ontological commitments of inconsistent theories

Abstract: In this paper I present an argument for belief in inconsistent objects. The argument relies on a particular, plausible version of scientific realism, and the fact that often our best scientific theories are inconsistent. It is not clear what to make of this argument. Is it a reductio of the version of scientific realism under consideration? If it is, what are the alternatives? Should we just accept the conclusion? I will argue (rather tentatively and suitably qualified) for a positive answer to the last questi… Show more

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Cited by 45 publications
(19 citation statements)
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“…Colyvan reconoce que la proliferación de contradicciones en la ciencia madura, lejos de abonar la adopción de un realismo de entidades inconsistentes, puede sumirnos en el pesimismo meta-inductivo de raigambre anti-realista (cf. COLYVAN, 2008a). Una salida plausible frente a este escollo reside en descartar las teorías científicas inconsistentes, aduciendo que el mundo empírico es consistente o que, en todo caso, no hay motivos fundados para sospechar que no lo sea 2 .…”
Section: Guiradounclassified
“…Colyvan reconoce que la proliferación de contradicciones en la ciencia madura, lejos de abonar la adopción de un realismo de entidades inconsistentes, puede sumirnos en el pesimismo meta-inductivo de raigambre anti-realista (cf. COLYVAN, 2008a). Una salida plausible frente a este escollo reside en descartar las teorías científicas inconsistentes, aduciendo que el mundo empírico es consistente o que, en todo caso, no hay motivos fundados para sospechar que no lo sea 2 .…”
Section: Guiradounclassified
“…Colyvan has prominently argued for the indispensability of mathematical objects (Colyvan, 2001). He has gone on to explicitly align his later argument for inconsistent theories and objects with the indispensability argument for mathematical objects.…”
Section: Indispensability and Theoriesmentioning
confidence: 99%
“…He has gone on to explicitly align his later argument for inconsistent theories and objects with the indispensability argument for mathematical objects. Colyvan (2008a) argues that inconsistent theories and inconsistent objects are indispensable so that we ought to take on commitments to such theories and objects:…”
Section: Indispensability and Theoriesmentioning
confidence: 99%
“…The relevant notion cannot be one that prohibits belief in the truth of inconsistent theories or sentences. To see why not consider the following example from Mark Colyvan (2007). 18th century calculus is inconsistent, as it assumes that the value of a particular constant h is zero and non-zero in one and the same calculation.…”
Section: The Notion Of Ontological Commitmentmentioning
confidence: 99%