Cambridge University Press 978-1-107-17119-0 — Physical Perspectives on Computation, Computational Perspectives on Physics Edited by Michael E
Cambridge University Press 978-1-107-17119-0 — Physical Perspectives on Computation, Computational Perspectives on Physics Edited by Michael E. Cuffaro , Samuel C. Fletcher Index More Information Index k relation, 214 Aristotle, 34 k relation, 214 arithmetical relation, 214 1 relation, 214 arithmetical set, 213 ǫ-closeness condition, 133 asymmetry, temporal, 236 ǫ-commuting diagram, 133–135, 147 asymptotic behavior, 175 λ-calculus, 2, 155, 161, 226 asymptotic methods, 175, 180–183, 194 λ-definability, 64 Avogadro’s number, 253 μ-recursion, 155, 161 axiomatic method, 60, 62–63 axiomatization of computability, 153–156 Aaronson, Scott, 48 of geometry, see Hilbert’s axiomatization of Abstraction/Representation theory, 15–16, geometry 127–149 of physics, 155, 165 diagram, 128, 133 of quantum theory, 257, 277 essential components, 140 of relativity, 166 Ackermann function, 158–161 affine-linear symmetry, 269, 272 agency, 16, 119–125 Babbage, Charles, see difference engine algebra of concepts, 72 backward error analysis, 181 algorithm, 65, 83–84, 97, 173–174, 176, Banach-Tarski paradox, 147 187, 189 basic linear algebra subprograms, 187 asynchronous, 52 basic polynomial algebra subprograms, 192 feasible, 173 Bell experiment, 263 probabilistic, 52 Berlekamp-Zassenhaus algorithm, 173 quantum, 77, 88, 90–91, 101–102 Bernoulli, Johann, 177 symbolic, 192 black hole, 17, 123, 199–200 analytical engine, 141–142 electrically charged, 208 ancilla bit, 85 Kerr, see rotating anti-hypercomputation thesis, see also rotating, 51, 196, 200–204, 208, 210, 214
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