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2. Non-relativistic field theories
2. Non-relativistic field theories

... 1928 that quantum fields could be made to behave in the way predicted by special relativity during coordinate transformations (specifically, they showed that the field commutators wereLorentz invariant). A further boost for quantum field theory came with the discovery of the Dirac equation, which wa ...
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... In the second result of our project [2], we have realized a basic element in a quantum network. A quantum interface between a propagating photon used to transmit quantum information, and a long-lived qubit used for storage is of central interest in quantum information science. A method for implement ...
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Green`s Functions and Their Applications to Quantum Mechanics

... Example 1. Let ψ1 (x) be defined on a Hilbert space, H, and ψ2 (x) be defined on it’s dual space H∗ . We can now definte the inner product in Bra-Ket notation as follows: ...
Simple Harmonic Motion and Elastic Energy
Simple Harmonic Motion and Elastic Energy

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Density Operator Theory and Elementary Particles

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Direct Coulomb and Exchange Interaction in Artificial Atoms

... we neglect screening of the interactions within the dot by electrons in the leads and in the gate. In this case the Coulomb potential falls off as 1兾r, where r is the distance between the electrons [4]. For the solid curves we have approximated the screening effects by replacing the Coulomb potentia ...
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... B; spin at satellite – probe of PNEP!) – smallness of relativistic correction (~P2 ) is compensated by 1/ P2 in the momentum direction precession frequency Helicity flip – the same! No helicity flip in gravitomagnetic field – another formulation of PNEP (OT’99) ...
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Relativistic quantum mechanics

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