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- W627794290 abstract "1 Introduction 2 Formulation of physical problems 2.1 Forming fields of given structure 2.2 Antenna synthesis problems 2.3 Phase optimization problems in waveguides and open resonators 3 Mathematical formulation of the problems 3.1 Variational problems with no amplitude-phase restrictions on sought functions 3.2 Variational problems with amplitude-phase restrictions on sought functions 3.3 Homogeneous optimization problems 4 Analytical solutions 4.1 A general class of Hammerstein nonlinear integral equations with free phase 4.2 Particular case: one-dimensional Fourier transform 4.3 Particular case: discrete Fourier transform 4.4 Particular case: Hankel transform 4.5 Generalized nonlinear integral equation concerned regularized problems 5 Numerical methods, algorithms, and results 5.1 Theoretical results 5.2 Methods of Newton type 5.3 Method of opposite directions 5.4 Method of generalized separation of variables 5.5 Homogeneous problems 6 Nonstandard inverse problems of diffraction theory 6.1 Introduction 6.2 Diffraction on impedance surfaces. Invisible bodies and screens 6.3 Metallic short-periodical arrays 6.4 Creation of fields with circular polarization Afterword: Ethical aspects of scientific work" @default.
- W627794290 created "2016-06-24" @default.
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- W627794290 date "2010-04-26" @default.
- W627794290 modified "2023-09-26" @default.
- W627794290 title "Phase Optimization Problems: Applications in Wave Field Theory" @default.
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