Proper time and the clock hypothesis in the theory of relativity

Arthur, R. T. W. (2008). Time lapse and the degeneracy of time: Gödel, proper time and becoming in relativity theory. In D. Dieks (Ed.), The ontology of spacetime II (pp. 207–227). Amsterdam: Elsevier. Arthur, R. T. W. (2010). Minkowski’s proper time and the status of the clock hypothesis. In V. Petkov (Ed.), Space, time and spacetime (pp. 159–180). Berlin: Springer-Verlag. Barbour, J. (2009). The nature of time. Arxiv:, 0903.3489. Bohm, D. (1996 [1965]). The special theory of relativity. London and New York: Routledge. Brown, H. (2005). Physical relativity: spacetime structure from a dynamical perspective. Oxford: Oxford University Press. Brown, H., & Pooley, O. (2001). The origin of the spacetime metric: bell’s ‘Lorentzian pedagogy’ and its significance in general relativity. In C. Callender, & N. Huggett (Eds.), Physics meets philosophy at the Planck scale (pp. 256–272). Cambridge: Cambridge University Press. Dickson, M. (2004). A view from nowhere: quantum references frames, and uncertainty. Studies in History and Philosophy of Modern Physics, 35, 195–220. Dieks, D. (1988). Special relativity and the flow of time. Philosophy of Science, 55, 456–460. Dieks, D. (2006). Becoming, relativity and locality. In D. Dieks (Ed.), The ontology of spacetime (pp. 157–176). Amsterdam: Elsevier. Dieks, D. (2010). The adolescence of relativity: Einstein, minkowski, and the philosophy of space and time. In V. Petkov (Ed.), Minkowski spacetime: a hundred years later. New York: Springer. Einstein, A. (1989a [1905]). On the electrodynamics of moving bodies. In, The collected papers of Albert Einstein (English translation), Vol. 2, pp. 140–171. Princeton: Princeton University Press. Einstein, A. (1989a [1907a]). On the possibility of a new test of the relativity principle. In, The collected papers of Albert Einstein (English translation), Vol. 2, pp. 232–234. Princeton: Princeton University Press. Einstein, A. (1989b [1907b]). On the relativity principle and the conclusions drawn from it. In, The collected papers of Albert Einstein (English translation), Vol. 2, pp. 252–311. Princeton: Princeton University Press. Einstein, A. (1993a [1910]). The principle of relativity and its consequences in modern physics. In, The collected papers of Albert Einstein (English translation), Vol. 3, pp. 117–142. Princeton: Princeton University Press. Einstein, A. (1993b [1911]). The theory of relativity. In, The collected papers of Albert Einstein (English translation), Vol. 3, pp. 340–350. Princeton: Princeton University Press. Einstein, A. (1997a [1916]). On the special and general theory of relativity. In, The collected papers of Albert Einstein (English translation), Vol. 6, pp. 247–420. Princeton: Princeton University Press. Einstein, A. (2002a [1920]). Fundamental ideas and methods of the theory of relativity, presented in their development. In, The collected papers of Albert Einstein (English translation), Vol. 7, pp. 113–150. Princeton: Princeton University Press. Einstein, A. (2002b [1921]). Geometry and experience. In, The collected papers of Albert Einstein (English translation), Vol. 7, pp. 208–222. Princeton: Princeton University Press. Einstein, A. (1997b [1955]). The meaning of relativity, sixth edition. ElecBook: London. Einstein, A. (1969). Autobiographical notes. In, P. A. Schilpp (ed.), Albert Einstein: Philosopher-Scientist, Vol. 1, pp. 1–94. Illinois: Open Court. Fock, V. (1959). The theory of space, time, and gravitation. New York: Pergamon Press. Giovanelli, M (2014). “But one must not legalize the mentioned sin”: phenomenological vs. dynamical treatments of rods and clocks in Einstein’s thought. PhilSci-Archive, url: http://philsci-archive.pitt.edu/10922/ Jespersen, J., & Fitz-Randolph, J. (1999). From sundials to atomic clocks: understanding time and frequency. New York: Dover. Knox, E. (2010). Flavour-oscillation clocks and the geometricity of general relativity. British Journal for the Philosophy of Science, 61, 433–452. Minkowski, H. (1952 [1908]). Space and time. In, The principle of relativity, pp. 75–91. New York: Dover. Misner, C. W., Thorne, K. S., & Wheller, J. A. (1973). Gravitation. New York: W. H. Freeman & Company. Norton, J. D. (1993). General covariance and the foundations of general relativity: eight decades of dispute. Reports on Progress in Physics, 56, 791–858. Ohanian, H. C. (1976). Gravitation and spacetime. New York: W. W. Norton & Company. Paty, M. (2007 [1992]). Physical geometry and special relativity: Einstein and poincaré. In, L. boi, D. Flament et J.M. Salanski (Eds.), 1830–1930: Un siècle de géométrie, de C.F. Gauss et B. Riemann à H. Poincaré et E. Cartan. Epistémologie, histoire et mathématiques. pp. 126–149. Springer : Berlin. Retrived from Halshs.archives-ouvertes. Paty, M. (1993). Einstein philosophe. Paris: Presses Universitaires de France. Poincaré, H. (1898). La mesure du temps. Revue de Métaphysique et de Morale, 6, 1–13. Poincaré, H. (1900). La Théorie de Lorentz et la Principe de la Réaction. In J. Bosscha (Ed.), Recueil de travaux offerts par les auteurs à H. A. Lorentz, professeur de physique à l’université de Leiden, à l’occasion du 25ème anniversaire de son doctorat le 11 décembre 1900 (pp. 103–128). Martinus Nijhoff: The Hague. Savitt, S. (2011). Time in the special theory of relativity. In C. Callender (Ed.), The oxford handbook of time. Oxford: Oxford University Press. Scheibe, E. (2001). Between rationalism and empiricism: selected papers in the philosophy of physics. New York: Springer. Torretti, R. (1983). Relativity and geometry. Oxford: Pergamon Press. Zhang, Y. Z. (1997). Special relativity and its experimental foundations. Singapore: World Scientific.