Can structure save scientific realism?
| Abstract | Physics appears to be in a unique position to withstand antirealist attacks, especially ‘pessimistic induction’ arguments. Such resilience provides an incentive for embracing a ‘structural’ variant of scientific realism. Nevertheless, an examination of the physics-mathematics relationship suggests that whatever determines the success of modelling endeavours lends scant support to structural realism. A closer look at conceptual prerequisites of joint ab initio derivations of (i) Galilean and ‘special’ relativity theories and (ii) classical and ‘quantal’ probabilistic frameworks also fosters scepticism about a major claim of structural realists: that mathematical features of theoretical frameworks – those, in particular, which determine their predictive efficiency – are ultimately rooted in ‘structural’ aspects of the natural world. Further concerns with the central tenets of structural realism are finally briefly addressed, and the question of possible non-instrumentalist alternatives is raised. | |||||||||
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John Worrall (1989). Structural Realism: The Best of Both Worlds? Dialectica 43 (1-2):99-124.
Bryan W. Roberts (2011). Group Structural Realism. British Journal for the Philosophy of Science 62 (1):47-69.
Ioannis Votsis (forthcoming). Structural Realism: Continuity and its Limits. Boston Studies in the Philosophy and History of Science.
Chris Pincock (2011). Mathematical Structural Realism. In Alisa Bokulich & Peter Bokulich (eds.), Scientific Structuralism.
Daniel McArthur (2006). Recent Debates Over Structural Realism. Journal for General Philosophy of Science 37 (2):209 - 224.
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