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Common terms and phrasesanalyze assume Calculate Cauchy central limit theorem Chapter characteristic function consider corresponds covariance function covariance matrix Cramer-Rao bound deduce defined denote depend described detector diffusion distributed according electric field entropy equal equilibrium ergodic example expectation value exponential family extensive quantity fluctuations flux Fourier transform free energy Gamma Gaussian distribution Gaussian noise hence homogeneous independent random intensity interval Kolmogorov complexity log-likelihood magnetization maximal maximum likelihood estimator mean and variance minimal variance notation Note number of different observe obtain optical parameter partial differential equation Poisson distribution Poisson noise polarization probability density function probability distribution probability law PX(X Px(x)dx PY(y random events random variable random walk result sample scalar second order Section shows signal simplify simply Solution to Exercise speckle statistic T(x statistical physics stochastic field stochastic process stochastic vector sufficient statistic temperature thermodynamic unbiased estimator weakly stationary whilst write written Xx(t References to this bookFrom other books
From Google ScholarKullback relative entropy and characterization of partially ...Philippe Réfrégier, François Goudail - 2006 - Journal of the Optical Society of America A Shannon entropy of partially polarized and partially coherent ...Philippe Réfrégier, Jérôme Morio - 2006 - Journal of the Optical Society of America A Polarization degree of optical waves with non-Gaussian probability ...Philippe Réfrégier - 2005 - Optics Letters Cramer-Rao lower bound for the estimation of the degree of ...Philippe Réfrégier, Muriel Roche, François Goudail - 2006 - Optics Letters References from web pagesZentralblatt MATH Database 1931 – 2008 pre02199282 Phys. Rev. A 77, 043606 (2008): Negretti et al. - Quantum-limited ... ebay Express: Noise Theory and Application to Physics - [KEIN ... Scanning Electron Microscopy Mathematics Bibliographic information |