Using Lagrange's interpolation formula to construct Reed-Solomon codes over GF(p)

Hsueh, Chan-Ching; Wang, J.F.; Lee, J.Y.

doi:10.1049/el:19880116

Electron. Lett.

1988

DOI: 10.1049/el:19880116

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Using Lagrange's interpolation formula to construct Reed-Solomon codes over GF(p)

Chan-Ching Hsueh¹,

J.F. Wang

J.Y. Lee

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Cited by 3 publications

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“…can be called n times interpolation basis function on the basis of x i . In fact, since each interpolation function L k (x) is a denoted as Ln (x)[6,7,8]. The algorithm flow.Based on the theory of Lagrang interpolation algorithm and combined with MATLAB software,author makes use of computer programming, efficiently solving application problems.…”

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Application of Lagrange Interpolation Algorithm in Beijing Carbon Emissions Prediction

Wang

Shen

2014

AMR

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Based on the depth analysis of the related literature and the present situation of energy consumption of Beijing’s carbon emissions, through the MATLAB programming on the Lagrange interpolation algorithm, the paper predicts the carbon emissions from energy consumption in Beijing’s economic growth. According to the relevant historical and predicted data, the paper examines the process of Carbon Emission Trend of energy consumption in Beijing. The results show that: Beijing carbon emissions showed "Y=X3" type growth. Combining the current situation, the paper analyzes the results, and finally provides decision support to the government, to promote the relationship between economic growth and energy consumption of carbon emissions in Beijing city into the inverted "U" trend.

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confidence: 99%

Application of Lagrange Interpolation Algorithm in Beijing Carbon Emissions Prediction

Wang

Shen

2014

AMR

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A nearly constant delay and low power VLSI design of a pipeline Reed–Solomon encoder for storage and communication systems

Wen

Chen

Truong

et al. 2013

Journal of the Chinese Institute of Engineers

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A fast algorithm for polynomial evaluation in Reed-Solomon codec

Chen

Chang

et al. 2015

Journal of the Chinese Institute of Engineers

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Using Lagrange's interpolation formula to construct Reed-Solomon codes over GF(p)

Cited by 3 publications

References 1 publication

Application of Lagrange Interpolation Algorithm in Beijing Carbon Emissions Prediction

Application of Lagrange Interpolation Algorithm in Beijing Carbon Emissions Prediction

A nearly constant delay and low power VLSI design of a pipeline Reed–Solomon encoder for storage and communication systems

A fast algorithm for polynomial evaluation in Reed-Solomon codec

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