Search Results - "Leonov, Yu. V."

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  1. 1

    Soft Sets Review by Bobylev, V. N., Egorova, E. K., Leonov, VYu

    “…In this review we consider the so-called soft sets. In fact, they are a generalization of L. Zadeh’s fuzzy sets, which form the mathematical apparatus of…”
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    Journal Article
  2. 2

    First and Second Order Signatures of Extreme Uniform Hypergraphs and Their Relationship with Vectors of the Vertex Degrees by Goltsova, T. Yu, Egorova, E. K., Leonov, V. Yu, Mokryakov, A. V.

    “…The adjacency matrices of extremal 3-uniform hypergraphs occupy a significant amount of computer memory. The solution of two problems is considered: to propose…”
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  3. 3

    Recognition of Human Movements From Video Data by Kaprielova, M. S., Leonov, V. Yu, Neichev, R. G.

    “…Various approaches to the problem of recognition of human movements from video data are analyzed. The problem is considered in two settings: learning with a…”
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  4. 4

    Large-Scale Problems with Quasi-Block Matrices by Lemtyuzhnikova, D. V., Leonov, V. Yu

    “…Sparse large matrices with a block-staircase and block-treelike structure are studied. They are called quasi-block matrices and consist of independent blocks…”
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  5. 5

    Finding the Iris Using Convolutional Neural Networks by Efimov, Yu. S., Leonov, V. Yu, Odinokikh, G. A., Solomatin, I. A.

    “…Iris-based identification is a well-known and widely used technology. However, its use in mobile devices is limited due to the algorithmic complexity of the…”
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  6. 6

    The use of an ultrasonic interferometer for measurements in the critical region of light and heavy water by Erokhin, N. F., Kompaniets, V. I., Leonov, Yu. V.

    Published in Measurement techniques (01-11-2006)
    “…An interferometer and a procedure for measuring the velocity and absorption coefficient of ultrasound in light and heavy water close to the critical point are…”
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  7. 7

    Decomposition method for a class of transport-type problems with a quadratic objective function by Leonov, V. Yu, Tizik, A. P., Torchinskaya, E. V., Tsurkov, V. I.

    “…A class of transport problems with a quadratic criterion without any restrictions on the sign of unknown variables is considered. An iterative algorithm based…”
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  8. 8

    Nonlinear integer transportation problem with additional supply and consumption points by Esenkov, A. S., Leonov, V. Yu, Tizik, A. P., Tsurkov, V. I.

    “…An iterative decomposition method based on the sequential solution of two-dimensional problems subject to constraints from different groups is successfully…”
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  9. 9

    Network optimization and problems with coupling variables by Esenkov, A. S., Kuzovlev, D. I., Leonov, V. Yu, Tizik, A. P., Tsurkov, V. I.

    “…Network optimization problems are considered. Their statements include numerous variables and equipments. Decomposition methods are used for their solution. In…”
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  10. 10

    Inflation development model by Leonov, V. Yu, Mednitskii, V. G., Mednitskii, Yu. V., Pitelin, A. K.

    “…Using Leontief’s model, a complex price inflation model is developed that represents the inflation process as a dynamic process of varying the type of economic…”
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  11. 11

    Application of decomposition in detecting conditions of economic crises by Leonov, V. Yu, Mednitskii, V. G., Mednitskii, Yu. V., Fattakhov, M. R.

    “…Using decomposition of the optimization problem that deytermines the stationary state of the production system, it is shown that this problem possesses a…”
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  12. 12

    Application of decomposition methods in optimization by Mednitskii, V. G., Mednitskii, Yu. V., Leonov, V. Yu

    “…The problem of optimization of the composition of a production association of diverse enterprises is considered. The participating enterprises in the…”
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  13. 13

    Problems of efficient application and development of a network under capital investments and credits by Grigor’ev, V. V., Dumbadze, L. G., Leonov, V. Yu

    “…The problem of maximization of profit in the operation of a communication network is solved as a linear programming problem of large dimensionality both with…”
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  14. 14

    Optimization of the structure of production systems by Kolbanov, V. M., Leonov, V. Yu, Mednitskii, V. G., Mednitskii, Yu. V.

    “…It is shown that optimal solutions for a class of linear programming problems with partially integer variables (the PILP problems) can be constructed at the…”
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  15. 15

    Decomposition Method for Solvinga Three-Index Planar Assignment Problem by Dumbadze, L G, Yu, Leonov V, Tizik, A P, Tsurkov, V I

    “…The classical assignment problem is considered. A third index is introduced, which can characterize, for example, the location of the work carried out. An…”
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  16. 16

    Decomposition Method for Solving a Three-Index Planar Assignment Problem by Dumbadze, L. G., Leonov, V. Yu, Tizik, A. P., Tsurkov, V. I.

    “…The classical assignment problem is considered. A third index is introduced, which can characterize, for example, the location of the work carried out. An…”
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    Journal Article
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