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Optimal Number of Phase Divisions in Polar QuantizationZoran H. PERIC, Bane V. VASIC |
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Author keywords
distortion, polar quantization, optimal phase divisions
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About this article
Date of Publication: 2003-04-02
Volume 3, Issue 1, Year 2003, On page(s): 5 - 10
ISSN: 1582-7445, e-ISSN: 1844-7600
Digital Object Identifier: Not assigned
Abstract The motivation for this work is maintaining high accuracy of phase information that is required for some applications such as interferometry and polarimetry, polar quantization techniques as well as their applications in areas such as computer holography, discrete Fourier transform encoding, and image processing. In this paper we consider quantization of polar variables and mean-square error (MSE) i.e. distortion (D). The distortion minimization is constrained only by the total number of quantization points, N. We prove the convexity of the function D in dependence on the disposition of number of points on levels under the constraint of the total number of points and give the equations for determining the optimal number of phase divisions on levels for fixed values of decision thresholds and representation levels. |
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Faculty of Electrical Engineering and Computer Science
Stefan cel Mare University of Suceava, Romania
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