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Annotaciq. Analiziruütsq matematicheskie osnowy procedury w chasti idei balansirowki (korrektirowki) matrichnoj informacii, kogda ozhidaemye okajmleniq (krajnie obschie kolichestwa) izwestny. Issleduütsq w osnownom ämpiricheskie podhody, w dal'nejshem poluchiwshie nazwanie metod RAS i ego modifikacii. Predlozheny puti preodoleniq suschestwennyh nedostatkow shiroko ispol'zuemoj procedury ¿RAS¿ (takzhe izwestnoj kak ¿bi-proportional¿ metod) dlq balansirowki matric. Preemstwennost' proishozhdeniq termina i drugie terminologicheskie nüansy obsuzhdaütsq w processe kriticheskogo analiza metod RAS i…mehr

Produktbeschreibung
Annotaciq. Analiziruütsq matematicheskie osnowy procedury w chasti idei balansirowki (korrektirowki) matrichnoj informacii, kogda ozhidaemye okajmleniq (krajnie obschie kolichestwa) izwestny. Issleduütsq w osnownom ämpiricheskie podhody, w dal'nejshem poluchiwshie nazwanie metod RAS i ego modifikacii. Predlozheny puti preodoleniq suschestwennyh nedostatkow shiroko ispol'zuemoj procedury ¿RAS¿ (takzhe izwestnoj kak ¿bi-proportional¿ metod) dlq balansirowki matric. Preemstwennost' proishozhdeniq termina i drugie terminologicheskie nüansy obsuzhdaütsq w processe kriticheskogo analiza metod RAS i ego modifikacii. Abstract. Analyzes the mathematical foundations of a procedures in balancing ideas (corrections) of the information matrix when the expected collateral borders (last totals ) are known . Empirical approaches are mainly investigated known also as RAS method and its modifications. Proposed ways of overcoming significant disadvantages of the widely used procedure "RAS" (also known as "bi-proportional" method) for balancing matrices. The continuity of the origins of the term and other terminological nuances are discussed in the course of the critical analysis the RAS method and its modifications.
Autorenporträt
Cherepanow Valerij Mihajlowich;Obrazowanie: 1975 MGU im. M.V.Lomonosowa, mehaniko-matematicheskij fakul'tet; 1983 kandidat äkonomicheskih nauk po special'nosti 08.00.13 ¿Matematicheskie i instrumental'nye metody äkonomiki¿, dissertaciü zaschitil w NIJeI pri Gosplane SSSR, g. Moskwa; 2003 docent po special'nosti 08.00.13