2006Unpublished venueRequires access

An algorithm for optimal terms allocation for fixed point coefficients of FIR filter

Jacek Izydorczyk

Open publisher page 5 citations

Abstract

In the paper, easy and smart algorithm for FIR filter coefficients quantization is presented. In the first step digital FIR filter coefficients are computed using any method known from literature. In the next step filter polynomial is factored and the filter is transformed into two cascaded FIR sections. Coefficients of the first section are quantized. In the article, simple optimal quantization method is proposed. Coefficients of the next section are computed to minimize MSE. New coefficients of the second section are quantized. The algorithm is illustrated with lowpass, windowed FIR filter

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What this paper is about

In the paper, easy and smart algorithm for FIR filter coefficients quantization is presented. In the first step digital FIR filter coefficients are computed using any method known from literature. In the next step filter polynomial is factored and the filter is transformed into two cascaded FIR sections. Coefficients of the first section are quantized. In the article, simple optimal quantization method is proposed. Coefficients of the next section are computed to minimize MSE. New coefficients of the second section are quantized. The algorithm is illustrated with lowpass, windowed FIR filter

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Available abstract

In the paper, easy and smart algorithm for FIR filter coefficients quantization is presented. In the first step digital FIR filter coefficients are computed using any method known from literature. In the next step filter polynomial is factored and the filter is transformed into two cascaded FIR sections. Coefficients of the first section are quantized. In the article, simple optimal quantization method is proposed. Coefficients of the next section are computed to minimize MSE. New coefficients of the second section are quantized. The algorithm is illustrated with lowpass, windowed FIR filter

Key concepts: Finite impulse response, Quantization (signal processing), Algorithm, Digital filter, Mathematics, Filter (signal processing), Low-pass filter, Filter design

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