Algoritm klassifikatsii informatsii  dlya resheniya zadachi fil'tratsii  nezhelatel'nykh soobshchenii


	Software systems and computational methods Reference: A.G. Korobeinikov, I.G. Sidorkina, S.Yu. Blinov, A.V. Leiman (2012). Algoritm klassifikatsii informatsii dlya resheniya zadachi fil'tratsii nezhelatel'nykh soobshchenii. Software systems and computational methods, 1, 89–95. https://en.nbpublish.com/library_read_article.php?id=61566 A.G. Korobeinikov, I.G. Sidorkina, S.Yu. Blinov, A.V. Leiman Algoritm klassifikatsii informatsii dlya resheniya zadachi fil'tratsii nezhelatel'nykh soobshchenii Keywords: Programmnoe obespechenie, Klassifikatsiya informatsii, spam, metod opornykh vektorov, feierovskie otobrazheniya This article can be downloaded freely in PDF format for reading. Download article This article written in Russian. You can find original text of the article here . References 1. Cidorkina I.G., Korobeinikov A.G, Kudrin P.A. Algoritm raspoznavaniya trekhmernykh izobrazhenii s vysokoi detalizatsiei// Vestnik MarGTU, 2 (9), 2010 g., str. 91-99. 2. Grishentsev A.Yu., Korobeinikov A.G. Dekompozitsiya N-mernykh tsifrovykh signalov po bazisu pryamougol'nykh vspleskov//Nauchno-tekhnicheskii vestnik informatsionnykh tekhnologii, mekhaniki i optiki. – 2012. – № 4 (80). – S. 75–79. 3. Khalmosh P.., Gil'bertovo prostranstvo v zadachakh, Perevod s angliiskogo I. D. Novikova i T. V. Sokolovskoi; pod red. R. A. Minlosa. — M.: Izdatel'stvo «Mir», 1970. — 352 s. 4. Eremin I.I. Feierovskie metody sil'noi otdelimosti vypuklykh poliedral'nykh mnozhestv // Izvestiya vuzov. Ser. matematika.-2006.-№ 12.-C. 33-43. 5. Lifshits Yu. Klassifikatsiya tekstov. Algoritmy dlya Interneta. 2005. URL: http://yury.name/internet. 6. R.-E. Fan, P.-H. Chen, C.-J. Lin. Working set selection using second order information for training SVM // Journal of Machine Learning Research, V. 6, 2005, pp. 1889–1918. 7. Eremin I.I., Mazurov V.D. Nestatsionarnye protsessy matematicheskogo programmirovaniya.-M.: Nauka, 1979.-288 s. 8. Eremin I.I. Teoriya lineinoi optimizatsii.-Ekaterinburg: UrO RAN, 1999.-312 s. 9. Nurminskii E.A. Ispol'zovanie dopolnitel'nykh malykh vozdeistvii v feierovskikh modelyakh iterativnykh algoritmov//Zh. vychisl. matem. i matem. fiz. 2008. T. 48. № 12. S. 2121–2128. 10. Zhuravlev Yu. I. Ob algebraicheskom podkhode k resheniyu zadach raspoznavaniya ili klassifikatsii // Problemy kibernetiki. – 1978. – T. 33. – S. 5–68. http://www.ccas.ru/frc/papers/zhuravlev78prob33.pdf

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A.G. Korobeinikov, I.G. Sidorkina, S.Yu. Blinov, A.V. Leiman Algoritm klassifikatsii informatsii dlya resheniya zadachi fil'tratsii nezhelatel'nykh soobshchenii