An Introduction to the Philosophy of Time and Space - ISBN:0231061331

An Introduction to the Philosophy of Time and Space

Date: 22 April 2011, 08:21

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Common terms and phrases
absolute geometry absolute motion absolute space actual answer Aquinas argument Aristotle Aristotle's assertion assignment basic body causal theory causally connectible coincidence conceive concept coordinates counterfactual course define definition determined dimensionality distance distinct duration emission entitiesentropy equal Euclidean geometry Euclidean transformation example exist explication force formulation frame of reference genidentical Grunbaumhappens Hence hyperbolic geometry hypothesis Ibid identity of indiscernibles inertial instant Kant Kant's laws Lechalas Leibniz light signal logical space Lorentz transformations magnitude mathematical means measure mechanics ment metaphysics metric microstates natural philosophy NewtonNewtonian non-Euclidean geometry object pair separation Philosophy of Space physical Poincare position possible world postulate presupposition principleproblem properties question real line real numbers real-number Reichenbach rela relations among events respect Russell sense simultaneous spatiotemporal standard clock structure suppose temporal order temporal relations theory of relativity thermodynamics thing tion topological velocity world history world line

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