Titlebook: Collective Effects in Quantum Statistics of Radiation and Matter; V. N. Popov,V. S. Yarunin Book 1988 Kluwer Academic Publishers 1988 elec

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Book 1988their being combined into condensed (liquid or solid) states. In these condensed states, the motion of the particles relative to one another proceeds in orderly fashion; their individual properties as well as the electric and magnetic dipole moments and the radiation and absorption spectra, ordinari

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Shock Waves in Materials Science of the methods of quantum field theory in statistical physics. We recall in the first instance the Green’s function technique of quantum statistics. This technique in combination with the ideas of scaling and asymptotic methods enables one to give a quantitative description of a whole range of macr

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Interpretation of Experimental Observations,les, such properties are related to their ability to combine in pairs which show up as new Bose particles. For individual Fermi particles, the ordering of the type of Bose condensate is impossible because of the Pauli principle; however, the exclusion principle does not extend to paired fermions. Th

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Backup Policies for a Database System,e particles interact with one another. Effects of this sort, which are related to the collective ordering of the dipole moments of the atoms and molecules in an electromagnetic field, will be considered in the subsequent chapters of this book. Here we give a simplified description of the interaction

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Replacement of Multiunit Systems,pproximation of a given field. This approximation does not describe the non-linear effects. We therefore relinquish this and seek the dependence on time of compatible solutions of the equations of stationariness of the quantum mechanical action for the variables of the atomic system and the radiatio

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