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Fourier optics and computational imaging /
| Clasificación: | Libro Electrónico |
|---|---|
| Autor principal: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
Hoboken, N.J. :
Wiley,
2015.
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| Colección: | Ane/Athena Bks.
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| Temas: | |
| Acceso en línea: | Texto completo |
Tabla de Contenidos:
- Table of Contents; Title; Copyright; Preface; 1. Introduction; 1.1 Organization of the book; Part 1: Mathematical preliminaries; 2. Fourier series and transform; 2.1 Fourier Series; 2.2 Gibbs phenomenon; 2.3 Fourier transform as a limiting case of Fourier series; 2.4 Sampling by averaging, distributions and delta function; 2.5 Properties of delta function; 2.6 Fourier transform of unit step and sign functions; 2.7 Fourier transform of a train of delta functions; 2.8 Fourier transform of a Gaussian; 2.9 Fourier transform of chirp phase; 2.10 Properties of Fourier transform.
- 2.11 Fourier transform of the 2D circ function2.12 Fourier slice theorem; 2.13 Wigner distribution; 3. Sampling Theorem; 3.1 Poisson summation formula; 3.2 Sampling theorem as a special case; 3.3 Additional notes on the sampling formula; 3.4 Sampling of carrier-frequency signals; 3.5 Degrees of freedom in a signal: space bandwidth product; 3.6 Slepian (prolate spheroidal) functions; 3.7 Extrapolation of bandlimited functions; 4. Operational introduction to Fast Fourier Transform; 4.1 Definition; 4.2 Usage of 2D Fast Fourier Transform for problems in Optics.
- 5. Linear systems formalism and introduction to inverse problems in imaging5.1 Space-invariant impulse response; 5.2 Ill-posedness of inverse problems; 5.3 Inverse filter; 5.4 Wiener filter; 6. Constrained optimization methods for image recovery; 6.1 Image denoising; 6.2 Image de-convolution by optimization; 6.3 Blind image deconvolution; 6.4 Compressive Imaging; 6.5 Topics for further study; 7. Random processes; 7.1 Probability and random variables; 7.2 Random Processes; Part 2: Concepts in optics; 8. Geometrical Optics Essentials; 8.1 Ray transfer matrix; 8.2 Stops and pupils.
- 9. Wave equation and introduction to diffraction of light9.1 Introduction; 9.2 Review of Maxwell equations; 9.3 Integral theorem of Helmholtz and Kirchhoff; 9.4 Diffraction from a planar screen; 10. The angular spectrum method; 10.1 Angular spectrum method; 11. Fresnel and Fraunhoffer diffraction; 11.1 Fresnel diffraction; 12. Coherence of light fields; 12.1 Spatial and temporal coherence; 12.2 van Cittert and Zernike theorem; 12.3 Space-frequency representation of the coherence function; 12.4 Intensity interferometry: Hanbury Brown and Twiss effect; 12.5 Photon counting formula.
- 12.6 Speckle phenomenon13. Polarization of light; 13.1 The Jones matrix formalism; 13.2 The QHQ geometric phase shifter; 13.3 Degree of polarization; 14. Analysis of optical systems; 14.1 Transmission function for a thin lens; 14.2 Fourier transforming property of thin lens; 14.3 Canonical optical processor; 14.4 Fourier plane filter examples; 14.5 Frequency response of optical imaging systems: coherent and incoherent illumination; 15. Imaging from information point of view; 15.1 Eigenmodes of a canonical imaging system; Part 3: Selected computational imaging systems; 16. Digital Holography.