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Free Fields, Harmonic Oscillators, and Identical Bosons
Free Fields, Harmonic Oscillators, and Identical Bosons

... in the Fock space. For historical reasons, this formalism is called “second quantization”, but this name is misleading: there is no new quantization, just the same old quantum mechanics re-written in a new language. In this section, I will develop the second quantization formalism for the ordinary n ...
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useful relations in quantum field theory

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... than 1000 m was 22.9 ± 6 Sverdrups (1 Sv = 106 m3/s) compared with the transport of 14.8 ± 6 Sv in 2004. The ± 6 Sv represents an uncorrelated error of each measurement. Bryden subtracts the two quantities and presents the results as 8.1 ± 6 Sv (instead of 8.1 ± 12 Sv or ± 8.5 Sv, depending on the c ...
Quantum Theory of Fields and Elementary Particles
Quantum Theory of Fields and Elementary Particles

... progress in the theory of matter to recognize that such criteria do not exist. If one asks physicists how they would like to dehne the nature of an elementary particle as distinct from a compound system, one frequently gets the following answer: an elementary particle is a particle for which one int ...
Quantum Mechanics Lecture 8: Relativistic Quantum Mechanics
Quantum Mechanics Lecture 8: Relativistic Quantum Mechanics

imaginary - New England Complex Systems Institute
imaginary - New England Complex Systems Institute

... Descartes famously defined: “matter is that which has mass and occupies space.” [Descartes]. Descarte’s thoughts on matter’s physical “extension” as its true basis for existence played a role in Newton’s thinking to refute Descartes on mass. Descartes also defined matter by extension, position, and ...
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elastic - NUCLEAR REACTIONS VIDEO Project

... The Classical Model code of the elastic scattering allows a user to obtain and to handle in separate windows the interaction potential, the field of the classical trajectories, deflection function, survival probability, dependence of the turning point on the impact parameter, and the differential cr ...
QUANTUM CLAUSTROPHOBIA
QUANTUM CLAUSTROPHOBIA

... exploited its unusual properties ingeniously. Most important, potassium 40 is fermionic, which follows simply because it is made of an odd number of more elementary fermions: 40 protons and neutrons and 19 orbiting electrons. Producing Fermi degeneracy is more difficult than just throwing some fermi ...
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Proton tomography with Wigner distributions

... The classical interpretation of GPDs as Wigner quasiprobabilities is valid in deep DGLAP domain! ...
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... This class, which was first developed in the 1920s, is the basis for all modern accelerator concepts and large-scale facilities ...
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... molecules. Among the phenomena that could not be explained classically were: black body radiation, the photoelectric effect, Compton scattering, low temperature heat capacities, atomic line spectra, and atomic and molecular stability. In addition to discussing how these classical failures led to the ...
The Emergence of Quantum Mechanics
The Emergence of Quantum Mechanics

... resembles a genuine quantum field theory. The states are quantum states in complete accordance with a Copenhagen interpretation. The fields a(~x, t) and b(~x, t) should obey the Wightman axioms. There are three ways, however, in which this theory differs from conventional quantum field theories. One ...
Temporal Coherence of Photons Emitted by Single Nitrogen
Temporal Coherence of Photons Emitted by Single Nitrogen

... Coherent control of single quantum systems and the generation of nonclassical states has attracted widespread attention because of their application in quantum physics and quantum information science. Solid state systems are often considered to be promising and also difficult because of inhomogeneit ...
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... I. Introduction to Quantum Entanglement Quantum entanglement is a phenomenon where pairs or groups of particles interact in such a way that the measurement of quantum state of one correlates relatively to the properties of the others. When a measurement is made on one member of an entangled pair, th ...
Semiclassical approximation of excitations in spin-1 Heisenberg antiferromagnets
Semiclassical approximation of excitations in spin-1 Heisenberg antiferromagnets

... The above model is also known as the Rotor Model. At g = 0 we get a perfectly ordered state with anti-ferromagnetic coupling. Non zero g destroys ordering. It can be proved that even for small values of g the effective contribution to the Hamiltonian due to the second term is very small and thus can ...
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Double-slit experiment

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