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Correct investigation of the statistic irregularities of integrated optical waveguides using waveguide light scattering. The inverse waveguide scattering problem consists in restoring the autocovariance function and determining

Using of the waveguide light scattering for precision measurements of the statistic parameters of irregularities of integrated optical waveguide's materials problem consists in restoring of autocovariance function and determination of irregularities' parameters

Use of waveguide light scattering for precision measurements of the statistical parameters of irregularities of integrated optical waveguide materials consists of restoring the autocovariance function and determining irregularity parameters by the measuring

Correct investigation of the statistic irregularities of integrated optical waveguides with the use of the waveguide light scattering. The inverse waveguide scattering problem consists in restoring of autocovariance function and determination

Theory of laser radiation scattering in integrated optical waveguide with 3D-irregularities in presence of noise: Vector consideration by the Green function method. The analytical formulas of the radiating fields for the propagating

Shape of Molecular Infrared Absorption and Raman Scattering Lines as Probe of Hindered Molecular Motion and Site Symmetry in CrystalsNew symmetrized angular auto-correlation functions (ACFs) are applied to the theoretical

Shape of Molecular Infrared Absorption and Raman Scattering Lines as Probe of Hindered Molecular Motion and Site Symmetry in CrystalsNew symmetrized angular auto-correlation functions (ACFs) are applied to the theoretical

Angular autocorrelation functions in molecular crystals: Application to nuclear magnetic resonance relaxation and Raman spectra symmetry into account, is used in the calculation of the angular autocorrelation functions (ACFs

Angular autocorrelation functions in molecular crystals: Application to nuclear magnetic resonance relaxation and Raman spectra symmetry into account, is used in the calculation of the angular autocorrelation functions (ACFs

Exponential Bound for the Heating Rate of Periodically Driven Spin Systems function (ACF) of a spin rotating in a local field whose fluctuations are specified by a Gaussian random

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