| D. Khmelev. Disputed authorship resolution using relative entropy for markov chain of letters in a text. In R. Baayen, editor, 4th Conference Int. Quantitative Linguistics Association, Prague, 2000. |
....these features for author identification. These include statistical approaches (e.g. cusum [14] Thisted and Efron test [33] neural networks (e.g. radial basis functions [22] feedforward neural networks [36] cascade correlation [39] genetic algorithms (e.g. 17] Markov chains (e.g. [19]) However, there does not seem to exist a consensus on a correct methodology, with many of these techniques su#ering from problems such as questionable analysis, inconsistencies for the same set of authors, failed replication etc. Program code authorship has been researched by some workers in ....
D. Khmelev. "Disputed authorship resolution using relative entropy for Markov chain of letters in a text". In R. Baayen, editor, Proc. 4th Conference Int. Quantitative Linguistics Association, Prague, 2000.
....these features for author identification. These include statistical approaches (e.g. cusum [13] Thisted and Efron test [32] neural networks (e.g. radial basis functions [21] feedforward neural networks [34] cascade correlation [37] genetic algorithms (e.g. 16] Markov chains (e.g. [18]) However, there does not seem to exist a consensus on a correct methodology, with many of these techniques su#ering from problems such as questionable analysis, inconsistencies for the same set of authors, failed replication etc. Program code authorship has been researched by some workers in ....
D. Khmelev. "Disputed authorship resolution using relative entropy for Markov chain of letters in a text". In R. Baayen, editor, Proc. 4th Conference Int. Quantitative Linguistics Association, Prague, 2000.
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D. Khmelev. Disputed authorship resolution using relative entropy for markov chain of letters in a text. In R. Baayen, editor, 4th Conference Int. Quantitative Linguistics Association, Prague, 2000.
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