Analysis of Uniform Polar Quantization over Bennett’s Integral

D. A. Stojanović, D. R. Aleksić, Z. H. Perić, A. Z. Jovanović


In this paper the analysis of Bennett's integral is given for uniform polar quantization for two-dimensional memoryless Gaussian sources with respect to granular distortion Dg , i.e. the mean-square error (MSE). The goal of this paper is to find simple equation for distortion by solving Bennett's integral for uniform polar quantization and circular symmetric sources (iid Gaussian source). During the quantization method analysis we used variance σ2=1. The analysis for optimal uniform polar quantization and optimal product polar quantization is done. Ill. 4, bibl. 5 (in English; summaries in Lithuanian, English and Russian).

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