Abstract
AbstractSeveral approaches to quantum gravity (QG) signal the loss of spacetime at some level. According to spacetime functionalism, spacetime is functionally realised by a more fundamental structure. According to one version of spacetime functionalism, the spacetime role is specified by Ramsifying general relativity (GR). In some approaches to QG, however, there does not appear to be anything that exactly realises the functional role defined by a Ramsey sentence for GR. The spacetime role is approximately realised. It is open to the spacetime functionalist to adopt a ‘near enough is good enough’ attitude to functional realisation, and maintain that spacetime is functionally realised nonetheless. In this paper I present a challenge for such an ‘approximate’ spacetime functionalism. The challenge, in brief, is to provide an account of how ‘close’ is close enough for approximate realisation to occur. I canvass a range of options for spelling out a similarity relation of the relevant kind, and argue that none are successful. In light of the challenge, I recommend giving up on the functional realisation of spacetime. I argue, however, that even if spacetime as a whole is not functionally realised, some of the functions of spacetime may still be performed.
Funder
Australian Research Council
Publisher
Springer Science and Business Media LLC
Subject
General Social Sciences,Philosophy
Reference39 articles.
1. Barbour, J. (1994). The timelessness of quantum gravity: I. The evidence from the classical theory. Classical Quantum Gravity, 11, 2853–2873.
2. Belot, G. (2011). Background-independence. General Relativity and Gravitation, 43, 2865–2884.
3. Braddon-Mitchell, D., & Miller, K. (2019). Quantum gravity, timelessness and the contents of thought. Philosophical Studies, 176, 1807–1829.
4. Brass, P., Moser, W. O. J., & Pach, J. (2005). Research problems in discrete geometry. Springer.
5. Butterfield, J., & Isham, C. (1999). On the emergence of time in quantum gravity. In J. Butterfield (Ed.), The arguments of time (pp. 111–168). Oxford University Press.
Cited by
2 articles.
订阅此论文施引文献
订阅此论文施引文献,注册后可以免费订阅5篇论文的施引文献,订阅后可以查看论文全部施引文献