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Polarimetric Synthetic Aperture Radar (PolSAR) images are an important source of information. Speckle noise gives SAR images a granular appearance that makes interpretation and analysis hard tasks. A major issue is the assessment of information content in these kind of images, and how it is affected by usual processing techniques. Previous works have resulted in various approaches for quantifying image information content. As Narayanan, Desetty, and Reichenbach(2002) we study this problem from the classification accuracy viewpoint, focusing in the filtering and the classification stages. Thus, through classified images we verify how changing properties of the input data affects their quality. Our input is an actual PolSAR image, the control parameters are the filter (Local Mean or Model Based PolSAR, MBPolSAR), the size of them and the classification method (Maximum Likelihood, ML, or Support Vector Machine, SVM), and the output are the classification precision obtained applying the classification algorithm to the filtered data. To expand the conclusions, this study deals not only with Classification Accuracy, but also with Kappa and Overall Accuracy as measures of map precision. Experiments were conducted on two airborne PolSAR images. Unless Narayanan, Desetty, and Reichenbach(2002) almost all measure values are good and increase with degradation, i.e. the filtering algorithm that we used always improves the classification results at least up to 7x7.
A spatial stochastic model is developed which describes the 3D nanomorphology of composite materials, being blends of two different (organic and inorganic) solid phases. Such materials are used, for example, in photoactive layers of hybrid polymer zi
Approach-level models were developed to accommodate the diversity of approaches within the same intersection. A random effect term, which indicates the intersection-specific effect, was incorporated into each crash type model to deal with the spatial
We discuss an analytical approximation for the matter power spectrum covariance matrix and its inverse on translinear scales, $k sim 0.1h - 0.8h/textrm{Mpc}$ at $z = 0$. We proceed to give an analytical expression for the Fisher information matrix of
A simple model for image formation in linear shift-invariant systems is considered, in which both the detected signal and the noise variance are varying slowly compared to the point-spread function of the system. It is shown that within the constrain
Spatial resolution is one of the most important specifications of an imaging system. Recent results in quantum parameter estimation theory reveal that an arbitrarily small distance between two incoherent point sources can always be efficiently determ