Titlebook: Disorder and Nonlinearity; Proceedings of the W Alan R. Bishop,David K. Campbell,Stephanos Pnevmat Conference proceedings 19891st edition S

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Alan R. Bishop,David K. Campbell,Stephanos Pnevmat

玉米棒子

https://doi.org/10.1007/978-3-663-05223-4ent backscattering of light [7–10]. The coherent backscattering enhancement was discussed as early as 1969 for scattered radar waves [11]. GOLUBENTSEV [12] calculated the enhancement of the albedo for retroreflectance of scalar waves from a random collection of point-like scattering centers. AKKERMA

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Coherent Backscattering and Anderson Localization of Lightent backscattering of light [7–10]. The coherent backscattering enhancement was discussed as early as 1969 for scattered radar waves [11]. GOLUBENTSEV [12] calculated the enhancement of the albedo for retroreflectance of scalar waves from a random collection of point-like scattering centers. AKKERMA

jovial

https://doi.org/10.1007/978-3-322-96642-1We present exact calculations of the amplitude and the probability self-propagator of a quasiparticle moving among the sites of an infinite linear chain with alternating nearest-neighbour matrix elements for transfer and alternating site energies. A general solution is given and extreme limits are studied.

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https://doi.org/10.1007/978-3-8351-9126-6By using a supersymmetric mean-field formulation, the density of states of a disordered two-dimensional electron system is calculated, which is quite different from previous results obtained either by using single impurity approximation or by neglecting couplings between Landau levels, and qualitatively agrees with experimental results.

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https://doi.org/10.1007/978-3-322-91521-4Nowadays the problem of chaotic dynamics of solitons and breathers in integrable and almost integrable systems [1–3] is of great interest. There are three main cases when we are investigating the chaotic dynamics of solitons.

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Density of States in Disordered Two-Dimensional Electron SystemsBy using a supersymmetric mean-field formulation, the density of states of a disordered two-dimensional electron system is calculated, which is quite different from previous results obtained either by using single impurity approximation or by neglecting couplings between Landau levels, and qualitatively agrees with experimental results.