Software systems and computational methods
Reference:
A.G. Korobeinikov, I.G. Sidorkina, S.Yu. Blinov, A.V. Leiman
Algoritm klassifikatsii informatsii dlya resheniya zadachi fil'tratsii nezhelatel'nykh soobshchenii
// Software systems and computational methods.
2012. ¹ 1.
P. 89-95.
URL: https://en.nbpublish.com/library_read_article.php?id=61566
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. – ¹ 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.-¹ 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. ¹ 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
|