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2002•Unpublished venueRequires access

A (204,188) Reed-Solomon decoder using decomposed Euclidean algorithm

Hsie-Chia Chang, Chih-Yu Chen, Shu-Hui Tsai, Chen‐Yi Lee

Open publisher page 2 citations

Abstract

A (204, 188) Reed-Solomon decoder for DVB application is presented. The RS decoder features an area-efficient key equation solver using a novel decomposed Euclidean algorithm. We implement the RS decoder using 0.35/spl mu/m CMOS IP4M standard cells, where the total gate count is about 16K/spl sim/17K. Test results show that the RS decoder chip can run up to 87MHz.

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What this paper is about

A (204, 188) Reed-Solomon decoder for DVB application is presented. The RS decoder features an area-efficient key equation solver using a novel decomposed Euclidean algorithm. We implement the RS decoder using 0.35/spl mu/m CMOS IP4M standard cells, where the total gate count is about 16K/spl sim/17K. Test results show that the RS decoder chip can run up to 87MHz.

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OpenAlex reports 2 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

A (204, 188) Reed-Solomon decoder for DVB application is presented. The RS decoder features an area-efficient key equation solver using a novel decomposed Euclidean algorithm. We implement the RS decoder using 0.35/spl mu/m CMOS IP4M standard cells, where the total gate count is about 16K/spl sim/17K. Test results show that the RS decoder chip can run up to 87MHz.

Key concepts: Soft-decision decoder, Euclidean algorithm, Solver, Computer science, Decoding methods, Algorithm, Chip, Euclidean distance

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