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Synthesis of intelligent control of traffic flows in urban roads based on the logical network operator method
Diveev A.I., Sofronova E.A.
matrices. The connection matrices describe connections between input and output roads in subnetworks
Model predictive control for urban traffic flows
Diveev A., Sofronova E., Mikhalev V.
finite-differential equations. To present a large scale road networks the model contains the connection
Deficiency indices and discreteness property of block Jacobi matrices and Dirac operators with point interactions
Budyka V.S., Malamud M.M.
. Our approach here substantially relies on a close connection between Jacobi matrices JX,α from
The method of unitary transformations in stability theory
Konyaev Yu.A., Mazanik Sergei
of solutions for linear and quasilinear differential systems with normal matrices of coefficients (AA
Strong power and subexponential laws for an ordered list of trajectories of a markov chain
Bochkarev V., Lerner E.
is strongly connected.
Thermoelectric battery based on bundles of Bi and Sb nanowires in anodic alumina matrices
Gorokh, G. G., Lozovenko, A. A., Bulat, L. P., Горох, Г. Г., Лозовенко, А. А.
A model of a microthermoelectric battery consisting of series connected thermoelectric cells of one
Оптимизация цифровой обработки сигналов с использованием структурных алгоритмов для матриц некоторых кодов Якоби
Стройникова, Е. Д., Stroinikova, E. D.
наименьшую сложность вычислений и сокращение временных затрат.Jacobi codes sequences connected
Analytical synthesis of a functional observer of the state of a bilinear dynamic system
Asanov A., Dem’yanov D.
for calculating the matrix coefficients of a functional observer using the technology of canonization of matrices
EXTREMAL PROJECTORS AND SCHUBERTS' FILTRATION FOR QUANTUM SERRE SUPERALGEBRAS OF RANK 1 AND RANK 2 WITH INDECOMPOSABLE CARTAN MATRICES
Al-Nator M.S.
superalgebras of rank 1 and rank 2 with indecomposable Cartan matrices is given. The extremal projector is a
Strong power and subexponential laws for an ordered list of trajectories of a markov chain
Bochkarev V., Lerner E.
is strongly connected.

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