Dispersion, Complex Analysis and Optical Spectroscopy Classical Theory [Hardcover]

This book is devoted to dispersion theory in linear and nonlinear optics. Dispersion relations and methods of analysis in optical spectroscopy are derived with the aid of complex analysis. The book introduces the mathematical basis and derivations of various dispersion relations that are used in optical spectroscopy. In addition, it presents the dispersion theory of the nonlinear optical processes which are essential in modern optical spectroscopy. The book includes new methods such as the maximum entropy model for wavelength-dependent spectra analysis.Classical dispersion theory.- Dispersion relations in linear optics.- Dispersion relations in nonlinear optics.- Conformal mappings in analysis of optical spectra.- Maximum entropy method.- Sum rules.This book is devoted to dispersion theory in linear and nonlinear optics. Dispersion relations and methods of analysis in optical spectroscopy are derived with the aid of complex analysis. The book introduces the mathematical basis and derivations of various dispersion relations that are used in optical spectroscopy. In addition, it presents the dispersion theory of the nonlinear optical processes which are essential in modern optical spectroscopy. The book includes new methods such as the maximum entropy model for wavelength-dependent spectra analysis.- Presents detailed mathematical models, - Many illustrations of experimental optical spectra, - Details of measurement techniques and practical data analysis, - Authors have made pioneering contributions to dispersion theory in nonlinear optics.This book can be considered as a standard textbook for anyone interested in dispersion theory and practical data analysis in optics and related fields. It is devoted to dispersion theory in linear and nonlinear optics.