Convolution method and informativeness of the recognition space / Mazurov Vl.D. // Ukrainian Mathematical Journal. - 1992. - V. 44, l. 6. - P. 722-726.

ISSN:
00415995
Type:
Article
Abstract:
We give a short survey of application of linear inequalities, in particular of Chernikov's convolution method, to various problems of pattern recognition, estimation of the informativeness of spaces of the test description of the classification objects, etc. © 1993 Plenum Publishing Corporation.
Author keywords:
Index keywords:
нет данных
DOI:
10.1007/BF01056953
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Affiliations Mechanics and Mathematics Institute, Academy of Sciences of Russia, Ural Branch, Ekaterinburg, Russian Federation
References Chernikov, S.N., (1968) Linear Inequalities [in Russian], , Nauka, Moscow; Astaf'ev, N.N., Eremin, I.I., Mazurov, Systems of linear inequalities in mathematical programming and pattern recognition (1988) Ukr. Mat. Zh., 40 (3), pp. 288-297; Mazurov, (1990) The Committee Method in Optimization and Recognition [in Russian], , Nauka, Moscow; Chernikova, N.V., An algorithm for the determination of a general formula for nonnegative solutions of a system of linear inequalities (1965) Zh. Vychisl. Mat. Mat. Fiz., 5 (2), pp. 334-337; Mazurov, Krivonogov, A.I., Kazantsev, V.S., Committees in Decision Making (1984) Kibernetika, 1, pp. 90-95; Mazurov, Smirnov, A.I., On the algebraic approach to the reconstruction of objects from their images (1986) Automated Systems of Image Processing [in Russian], , Nauka, Moscow
Correspondence Address Mazurov, Vl.D.; Mechanics and Mathematics Institute, Academy of Sciences of Russia, Ural Branch, Ekaterinburg, Russian Federation
Publisher Kluwer Academic Publishers-Plenum Publishers
Language of Original Document English
Abbreviated Source Title Ukr Math J
Source Scopus