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  1. 21 Undecidability and Intractability in Theoretical Physics.Stephen Wolfram - 2008 - Emergence: Contemporary Readings in Philosophy and Science.
    This chapter explores some fundamental consequences of the correspondence between physical process and computations. Most physical questions may be answerable only through irreducible amounts of computation. Those that concern idealized limits of infinite time, volume, or numerical precision can require arbitrarily long computations, and so be considered formally undecidable. The behavior of a physical system may always be calculated by simulating explicitly each step in its evolution. Much of theoretical physics has, however, been concerned with devising shorter methods of calculation (...)
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  • Simulating physics with computers.R. P. Feynman - 1982 - International Journal of Theoretical Physics 21 (6):467-488.
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  • Discrete or Continuous? the Quest for Fundamental Length in Modern Physics.Amit Hagar - 2014 - New York: Cambridge University Press.
    A book on the notion of fundamental length, covering issues in the philosophy of math, metaphysics, and the history and the philosophy of modern physics, from classical electrodynamics to current theories of quantum gravity. Published (2014) in Cambridge University Press.
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  • Digital Mechanics - An informational process based on reversible universal cellular automata.Edward Fredkin - 1990 - Physica D 45 (1-3):254-70.
    This paper is written from the perspective of a computer scientist and addressed to theoretical physicists. As a consequence it may seem somewhat unusual, but rest assured, everything is really quite simple! The point of this paper is that the study of certain phenomena from computer science suggests that there are computer systems (cellular automata) that may be appropriate as models for microscopic physical phenomena. Cellular automata are now being used to model varied physical phenomena normally modelled by wave equations, (...)
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