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The Measurement of Position and Momentum
The Wave Function of a Particle Acted on by Forces
ManyParticle Interactions Operator Calculus
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according to eq angular momentum antisymmetric approximation arbitrary function atom calculation classical mechanics commute components considered continuity equation corresponding defined denotes density determined diagonal eigen-vibrations eigenfunctions eigenvalues electron emitted exclusion principle expectation value expression external fact factor field strengths finite follows four-vector free-particle frequency further given Hamiltonian operator Heisenberg hence Hermitian identical identical particles infinitesimal rotations integral interaction introduce light linear Lond Lorentz transformations material particles matrix elements matrix mechanics measurement momentum space non-relativistic quantum mechanics normalised obtain orthogonal P.A.M. Dirac particular Pauli permutation perturbation photon Phys Physik position co-ordinates possible probability problem Proc quantisation quantities Quantum Electrodynamics quantum mechanics quantum numbers quantum theory radiation region relation relativistic invariance result satisfy scattered Schrödinger solution spin stationary symmetric tensor term tion transition unitary vanishes variables velocity wave equation wave function Wave Mechanics wave-length wave-packet