Chong‐Dao Lee - Concepedia

Author

Chong‐Dao Lee

I-Shou University ORCID

Also Known As

C.-D. Lee, C.D. Lee, Chong-Dao LEE, Chong-Dao Lee, Chong-dao Lee, Chong‐Dao Lee, Lee, Chong-Dao

Publications

560

Citations

H-Index

Concepts

All Affiliations

I-Shou University National Sun Yat-sen University

About

Chong‐Dao Lee is an author at I-Shou University specializing in engineering, coding theory, and iterative decoding.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	11	12	373
2	Coding Theory	9	9	306
3	Computer Science	4	4	87
4	Signal Processing	4	4	87
5	Computer Engineering	3	3	72

Chong‐Dao Lee

Publications

458

Citations

H-Index

Page 1

	Year	Citations
Algebraic decoding of [71, 36, 11], [79, 40, 15], and [97, 49, 15] quadratic residue codes Yaotsu Chang, Trieu‐Kien Truong, I.S. Reed, IEEE Transactions on Communications EngineeringRepresentation TheoryComputational Number TheoryExhaustive Computer SimulationIterative Decoding	2003	81
Algebraic Decoding of the $(89, 45, 17)$ Quadratic Residue Code Trieu‐Kien Truong, Pei-Yu Shih, Wen-Ku Su, IEEE Transactions on Information Theory EngineeringError Control TechniqueCyclic CodesAlgebraic Decoding AlgorithmIterative Decoding	2008	55
Algebraic Decoding of Quadratic Residue Codes Using Berlekamp-Massey Algorithm * Yan‐Haw Chen, Trieu‐Kien Truong, Yaotsu Chang, Journal of information science and engineering EngineeringAlgebraic Decoding MethodConsecutive SyndromesCoding TheoryAlgebraic Method	2007	47
Algebraic Decoding of (103, 52, 19) and (113, 57, 15) Quadratic Residue Codes Trieu‐Kien Truong, Yaw‐Wen Chang, Yu‐Hsin Chen, IEEE Transactions on Communications EngineeringRepresentation TheoryComputer EngineeringIterative DecodingVariable-length Code	2005	45
Perfect Gaussian Integer Sequences of Arbitrary Composite Length Ho‐Hsuan Chang, Chih–Peng Li, Chong‐Dao Lee, IEEE Transactions on Information Theory Geometry Of NumberComputational Number TheoryOdd PrimeComposite NumberOdd Prime Length	2015	34
A Systematic Method for Constructing Sparse Gaussian Integer Sequences With Ideal Periodic Autocorrelation Functions Sen‐Hung Wang, Chih–Peng Li, Ho‐Hsuan Chang, IEEE Transactions on Communications Gaussian IntegerEngineeringSparse RepresentationComputational Number TheoryPseudo-random Sequence	2015	34
Perfect Gaussian Integer Sequences of Odd Period <formula formulatype="inline"><tex Notation="TeX">${2^m} - 1$</tex> </formula> Chong‐Dao Lee, Yu-Pei Huang, Yaotsu Chang, IEEE Signal Processing Letters Energy EfficiencyOdd PeriodTrace RepresentationsAnalytic Number TheoryResidue System	2014	31
Algebraic Decoding of a Class of Binary Cyclic Codes Via Lagrange Interpolation Formula Yaotsu Chang, Chong‐Dao Lee IEEE Transactions on Information Theory Corrupted WordEngineeringConsecutive SyndromesAlgebraic MethodIterative Decoding	2010	25
Further results on degree‐2 perfect Gaussian integer sequences Chong‐Dao Lee, C.-P. Li, Ho‐Hsuan Chang, IET Communications Gaussian IntegerGaussian Integer SequencesComputational Number TheoryGaussian Integer SequencePseudo-random Sequence	2016	20
A CDMA scheme based on perfect Gaussian integer sequences Ho‐Hsuan Chang, Shieh-Chiang Lin, Chong‐Dao Lee AEU - International Journal of Electronics and Communications EngineeringMulti-user DetectionCdma SchemePseudo-random SequenceApproximation Theory	2017	18

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