Finite Quantities
Proceedings of the Aristotelian Society 108 (1part1):23-42 (2008)
| Abstract | Quantum Mechanics, and apparently its successors, claim that there are minimum quantities by which objects can differ, at least in some situations: electrons can have various “energy levels” in an atom, but to move from one to another they must jump rather than move via continuous variation: and an electron in a hydrogen atom going from -13.6 eV of energy to -3.4 eV does not pass through states of -10eV or -5.1eV, let along -11.1111115637 eV or -4.89712384 eV | |||||||||
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Federico Laudisa, Relational Quantum Mechanics. Stanford Encyclopedia of Philosophy.
Paul Teller (1979). Quantum Mechanics and the Nature of Continuous Physical Quantities. Journal of Philosophy 76 (7):345-361.
Bob Hale (2002). Real Numbers, Quantities, and Measurement. Philosophia Mathematica 10 (3):304-323.
L. G. Esteves, S. Wechsler, J. G. Leite & V. A. González-López (2000). DeFinettian Consensus. Theory and Decision 49 (1):79-96.
Yaroslav D. Sergeyev (2008). A New Applied Approach for Executing Computations with Infinite and Infinitesimal Quantities. Informatica 19 (4):567-596.
Hans Halvorson (2001). On the Nature of Continuous Physical Quantities in Classical and Quantum Mechanics. Journal of Philosophical Logic 30 (1):27-50.
Hans Halvorson (2001). On the Nature of Continuous Physical Quantities in Classical and Quantum Mechanics. Journal of Philosophical Logic 30 (1):27-50.
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