Titlebook: Quantum Kinetic Theory; Michael Bonitz Book 2016Latest edition Springer International Publishing Switzerland 2016 BBGKY Hierarchy.Density

Keshan-disease

Correlations and Their Dynamics,ng from the shortest times (time scale?. of the formation of pair correlations), over the single-particle relaxation scale to the macroscopic scale of hydrodynamic quantities. The short times are crucial in the context of ultrafast excitation of many-body systems, so a key requirement for the theory

Vulnerary

小歌劇

,Non-Markovian Kinetic Equations with?Selfenergy,or the selfenergy of nonequilibrium Green functions theory (NEGF) that are subject of Chap.?.. The key difference lies in additional renormalization effects characteristic for NEGF. In this chapter we demonstrate how the SBA of NEGF can be recovered in density operator theory and give the appropriat

agglomerate

BROW

新鮮

,Random Phase Approximation,cond Born approximation of Chap.?. and the T-matrix approximation of Chap.?.): the random phase approximation (RPA). Related terms that are often used include “GW approximation” (condensed matter physics) or polarization approximation leading to the Balescu-Lenard kinetic equation (plasma physics).

過(guò)于光澤

,Dynamically Screened Ladder Approximation,-matrix) effects with long-range (dynamical screening) phenomena that were discussed separately in Chaps.?. and?., respectively. We present the relevant closure approximation for the BBGKY-hierarchy and the solution for the pair correlation operator and the resulting quantum kinetic equation. We con

持續(xù)

stratum-corneum

頌揚(yáng)本人

Conclusion,es in femtosecond laser technology, even small laboratories are now aquiring the ability to directly study the behavior of atoms and charged particles under a very broad range of excitation conditions. The observed phenomena include coherent effects, collective plasma oscillations, transport process