Models, systems, networks in economics, engineering, nature and society №4, 2016
Author | Title of the article | Pages |
Models, systems, networks in economics |
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V.V.Butyrin,Ju.A.Butyrina, |
GEOINFORMATION TECHNOLOGIES IN THE MANAGEMENT OF THE AGRICULTURAL ECONOMY |
4–13 |
А.V.Vlasov,M.M.Abrekov |
CURRENT STATE OF ECONOMIC AND SOCIAL PROCESSES IN RUSSIAN FEDERATION |
14–24 |
M.S.Lomovtsev,Ja.Ja. Kаyl, |
RESOURCE POTENTIAL OF INTEGRATED MANAGEMENT MECHANISM OF SOCIO-ECONOMIC PROCESSES ON THE CITY LEVEL |
25–33 |
А.V.Moiseev,A.Yu.Kindayev |
ON THE DETERMINATION OF CORRELATION MATRICES IN THE RISK MODELS |
34–43 |
А.N.Romantsov |
ECONOMIC SUMMARY PRODUCTIVITY LABOR IN SOLVING THE PROBLEM OF ITS INCREASE |
44–58 |
N.V.Sviridova,A.A.Goldina, |
TARGET RATING OF DECREASE REGIONS’ SUBSIDIES DEPENDENCE |
59–66 |
А.E.Khachaturova |
ACCOUNTING AND DISCLOSURE OF COSTS AND RESULTS OF INNOVATIVE ACTIVITY OF INDUSTRIAL ENTERPRISES |
67–77 |
Models, systems, networks in engineering | ||
O.A.Bakaeva,A.G. Salnikov |
DEVELOPMENT OF THE THEORETICAL MODEL OF DATA STREAM FOR INFORMATION AND EDUCATION ENVIRONMENT |
78–85 |
E.S.Bespalov,A.N.Golovyashkin, |
COMPUTER MODELING OF THE THERMAL AND FIELDS DISTRIBUTION IN THE SEMICONDUCTOR THERMOELECTRIC MODULE |
86–96 |
V.I.Gorbachenko,S.N.Katkov |
USE OF MEMRISTOR NETWORKS FOR THE SOLUTION OF PARTIAL DIFFERENTIAL EQUATIONS |
97–107 |
A.I.Ivanov,Yu.I.Serikova, |
ADJUSTMENT OF METHODOLOGICAL ERROR CALCULATING THE STATISTICAL MOMENTS OF THE FOURTH ORDER FOR SMALL SAMPLES OF BIOMETRIC DATA |
108–114 |
D.V.Kochetkov,I.I.Voyachek, |
DEVELOPMENT AND RESEARCH OF FUNCTIONAL MODELS THREADED CONNECTIONS TYPE GATHERING IN ASSEMBLY ANAEROBIC MATERIALS |
115–127 |
А.I.Martyshkin |
THE STRUCTURAL ORGANIZATION OF THE MODULE OF THE ASSOCIATIVE COPROCESSOR BASED ON PROGRAMMABLE LOGIC INTEGRATED CIRCUIT FOR SPECIALIZED COMPUTING SYSTEMS |
128–138 |
M.V.Semin,V.P.Strazhnik, |
ALGORITHMIC SUPPORT OF AUTOMATED CONTROL SYSTEM IN THE CONDITIONS OF INFORMATION OVERLOAD |
139–149 |
Yu.N. Slesarev,B.V.Malyshev, |
MATHEMATICAL MODELING OF MAGNETIC FIELDS OF PERMANENT MAGNETS OF A CYLINDRICAL FORM AND SOLENOIDS EQUIVALENT TO THEM |
150–157 |
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