Why manifold substantivalism is probably not a consequence of classical mechanics

References

• Baierlein , R. 1983 . Newtonian Dynamics , New York : McGraw‐Hill .
   Google Scholar
• Belot , G. 1998 . Rehabilitating Relationism. , Dubrovnik : Talk at Inter‐University Center .
   Google Scholar
• Brighouse , C. Spacetime and Holes . Proceedings of the Philosophy of Science Association Conference . 1994 , East Lansing, MI. vol. 1 , pp. 117 – 125 . Philosophy of Science Association .
   Google Scholar
• Budden , T. 1997 . Galileo's ship and spacetime Symmetry . British Journal for the Philosophy of Science , 48 : 483 – 516 .
   Web of Science ®Google Scholar
• Butterfield , J. 1989 . The Hole Truth . British Journal for the Philosophy of Science , 40 : 1 – 28 .
   Web of Science ®Google Scholar
• Disalle , R. 1994 . On dynamics, indistinguishability and spacetime ontology . British Journal for the Philosophy of Science , 45 : 265 – 287 .
   Web of Science ®Google Scholar
• Earman , J. 1970 . Who's afraid of absolute space . Australasian Journal of Philosophy , 48 : 287 – 319 .
   Google Scholar
• Earman , J. 1989 . World Enough and Space‐Time: Absolute Versus Relational Theories of Space and Time , Cambridge, MA : MIT Press .
   Google Scholar
• Earman , J. and Norton , J. 1987 . What price space‐time substantivalism? The hole story . British Journal for the Philosophy of Science , 38 : 515 – 525 .
   Web of Science ®Google Scholar
• Friedman , M. 1983 . Foundations of Space‐Time Theories: Relativistic Physics and Philosophy of Science , Princeton, NJ : Princeton University Press .
   Google Scholar
• Huggett , N. Theoretically Equivalent Theories . Talk given at the International Conference on Logic and Methodology of Science . Florence.
   Google Scholar
• Huggett , N. 1997 . ’Quantizing’ Inertia. , Oxford University .
   Google Scholar
• Huggett , N. 1998 . Some Reflections on Parity Nonconservation. , Dubrovnik : Inter‐University Center .
   Google Scholar
• Kant . 1768 . “ Concerning the ultimate foundation of the differentiation of regions in space ” . In Kant: Selected Pre‐Critical Writings (1968) , Edited by: Kerford , G.B. and Walford , D.E. New York : Barnes and Noble .
   Google Scholar
• Laymon , R. 1978 . Newton's bucket experiment . Journal of the History of Philosophy , 16 : 399 – 413 .
   Web of Science ®Google Scholar
• Leibniz . 1717 . The Leibniz‐Clarke Correspondence , Edited by: Alexander , H.G. New York : Barnes and Noble . (1984)
   Google Scholar
• Maudlin , T. 1988 . Substances and space‐time: what Aristotle would have said to Einstein . Studies in the History and Philosophy of Science , 21 : 531 – 561 .
   Web of Science ®Google Scholar
• Maudlin , T. 1993 . Buckets of water and waves of space: why spacetime is probably a substance . Philosophy of Science , 60 : 183 – 203 .
   Web of Science ®Google Scholar
• Newton . 1668 . “ De Gravitatione ” . In Unpublished Papers of Isaac Newton (1962) , Edited by: Hall , A.R. and Hall , M.B. Cambridge : Cambridge University Press .
   Google Scholar
• Newton . 1729 . Mathematical Principles of Natural Philosophy , Edited by: Motte , A. and Cajori , F. Berkeley, CA : University of California Press . (1962)
   Google Scholar
• Plato , Timaeus Cohen , S.M. , eds. 1995 . Readings in Ancient Greek Philosophy , Cambridge, MA : Hackctt .
   Google Scholar
• Reichenbach , H. 1924 . “ The theory of motion according to Newton, Leibniz and Huyghens ” . In Modern Philosophy of Science (1959) , Edited by: Reichenbach , M. London : Routledge and Kegan Paul .
   Google Scholar
• Sklar , L. 1974 . Space, Time and Spacetime , Berkeley, CA : University of California Press .
   Google Scholar
• Stein , H. 1967 . Newtonian space‐time . The Texas Quarterly , X : 174 – 200 .
   Google Scholar
• van Fraassen , B.C. 1970 . An Introduction to the Philosophy of Time and Space , New York : Columbia University Press .
   Google Scholar
• van Fraassen , B.C. 1980 . The Scientific Image , Oxford : Oxford University Press .
   Google Scholar