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Original Articles

A General Rule for Ranged Series of Codon Frequencies in Different Genomes

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Pages 1001-1012 | Received 20 Dec 1988, Published online: 15 May 2012

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Yaochen Deng. (2016) Some Statistical Properties of Phonemes in Standard Chinese. Journal of Quantitative Linguistics 23:1, pages 30-48.
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Wentian Li & Pedro Miramontes. (2011) Fitting Ranked English and Spanish Letter Frequency Distribution in US and Mexican Presidential Speeches. Journal of Quantitative Linguistics 18:4, pages 359-380.
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Colin Martindale, S. M. Gusein‐Zade, Dean McKenzie & MarkYu. Borodovsky. (1996) Comparison of equations describing the ranked frequency distributions of graphemes and phonemes* . Journal of Quantitative Linguistics 3:2, pages 106-112.
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SabirM. Gusein-Zade & Mark Yu. Borodovsky. (1990) An Improved Distribution of Codon Frequencies Allowing for Inhomogeneity of DNA's Primary-Structure Evolution. Journal of Biomolecular Structure and Dynamics 7:5, pages 1185-1197.
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Articles from other publishers (17)

Jayden L. Macklin-Cordes & Erich R. Round. (2020) Re-evaluating Phoneme Frequencies. Frontiers in Psychology 11.
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Nankai Lin, Sihui Fu, Jiawen Huang & Shengyi Jiang. (2019) Exploring Letter’s Differences between Partial Indonesian Branch Language and English. Exploring Letter’s Differences between Partial Indonesian Branch Language and English.
Bohdan B Khomtchouk & Wolfgang Nonner. (2019) Gaussian-Distributed Codon Frequencies of Genomes. G3 Genes|Genomes|Genetics 9:5, pages 1449-1456.
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Wentian Li, Pedro Miramontes & Germinal Cocho. (2010) Fitting Ranked Linguistic Data with Two-Parameter Functions. Entropy 12:7, pages 1743-1764.
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Andrzej K. Konopka. 2006. Encyclopedia of Molecular Cell Biology and Molecular Medicine. Encyclopedia of Molecular Cell Biology and Molecular Medicine.
Vladimir A. Kuznetsov. 2006. Computational and Statistical Approaches to Genomics. Computational and Statistical Approaches to Genomics 163 208 .
Teresa M. Przytycka & Yi-Kuo Yu. (2004) Scale-free networks versus evolutionary drift. Computational Biology and Chemistry 28:4, pages 257-264.
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S.P. Li, Ka-Lok Ng & M.C. Chung. (2003) Quantitative linguistic study of DNA sequences. Physica A: Statistical Mechanics and its Applications 321:1-2, pages 189-192.
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Vladimir A. Kuznetsov. 2003. Computational and Statistical Approaches to Genomics. Computational and Statistical Approaches to Genomics 125 171 .
T. Alvager, G. Graham, D. Hutchison & J. Westgard. (1997) Neural Network Method To Analyze Data Compression in DNA and RNA Sequences. Journal of Chemical Information and Computer Sciences 37:2, pages 335-337.
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Colin Martindale & Andrzej K. Konopka. (1996) Oligonucleotide frequencies in DNA follow a Yule distribution. Computers & Chemistry 20:1, pages 35-38.
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R. Günther, L. Levitin, B. Schapiro & P. Wagner. (1996) Zipf 's law and the effect of ranking on probability distributions. International Journal of Theoretical Physics 35:2, pages 395-417.
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R. N. Mantegna, S. V. Buldyrev, A. L. Goldberger, S. Havlin, C.-K. Peng, M. Simons & H. E. Stanley. (1995) Systematic analysis of coding and noncoding DNA sequences using methods of statistical linguistics. Physical Review E 52:3, pages 2939-2950.
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I. Kanter & D. A. Kessler. (1995) Markov Processes: Linguistics and Zipf's Law. Physical Review Letters 74:22, pages 4559-4562.
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R. N. Mantegna, S. V. Buldyrev, A. L. Goldberger, S. Havlin, C. K. Peng, M. Simons & H. E. Stanley. (1994) Linguistic Features of Noncoding DNA Sequences. Physical Review Letters 73:23, pages 3169-3172.
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Andrzej K. Konopka. 1994. Biocomputing. Biocomputing 119 174 .
M.S. Gelfand. (1993) Genetic language: metaphore or analogy?. Biosystems 30:1-3, pages 277-288.
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