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- W1990786610 abstract "When dealing with the foundations of quantum mechanics one has to distinguish among the formal calculation rules, such as the Born commutation theorem for coordinates and momenta, as against their application to atoms and solid bodies, electromagnetic and other fields, and problems such as whether matter consists of particles or waves. I am going to deal here only with the formal rules of quantum mechanics. These rules are problematic enough in themselves. Most experts seem to be satisfied to know the technique of calculation, “the tricks of the trade,” which work so well; they tell their students to “understand that there is nothing to be understood in quantum theory.” The adept, however, and the philosopher of science may not be ready to accept this pragmatic attitude. He may ask for general and fundamental reasons why Nature restricts mechanical action by certain quantal selection rules, why physical data are obtainable from a matrix calculus in which ab differs from ba, why probabilities interfere in a wavelike fashion, why a mechanical momentum p is to be replaced by an operator (h/2iπ)∂/∂q acting on a complex function ψ, and so forth. In short, the student will ask for an explanation of the various oddities of quantum physics and mathematics. These oddities are sometimes traced to a fundamental antimony — not further explained — namely to the contrast between the wave “picture” and the particle “picture.”" @default.
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- W1990786610 date "1970-01-01" @default.
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- W1990786610 title "Non-Quantal Foundations of Quantum Mechanics" @default.
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- W1990786610 doi "https://doi.org/10.1007/978-1-4684-1749-4_18" @default.
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