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Deriving the Quantum Properties of a General Configuration Space
The requirements, posed on a system given by the configuration coordinates q(t) = (q^1(t), q^2(t), ...) that (1) they be subject to 2nd-order equations of motion: q'(t) = v(t), v'(t) = a(q(t),v(t)) and (2) have a classical configuration space at each time: [q^i(t), q^j(t)] = is nearly...- siddhartha04
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- Configuration Configuration space deriving General Properties Quantum Space
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