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On Decomposition of a Binary Context Without Losing Formal Concepts
Mongush, Choduraa M., Bykova, Valentina V., Монгуш, Чодураа М., Быкова, Валентина В.
formal concepts and thereby to reduce the execution time of the algorithms for solving considered task
Algorithm of the Regularization Method for a Singularly Perturbed Integro-differential Equation with a Rapidly Decreasing Kernel and Rapidly Oscillating Inhomogeneity
Bobodzhanov, Abdukhafiz A., Kalimbetov, Burkhan T., Safonov, Valeriy F., Бободжанов, Абдухафиз А., Калимбетов, Бурхан Т., Сафонов, Валерий Ф.
Algorithm of the Regularization Method for a Singularly Perturbed Integro-differential Equation
Aspects of Applying the Method of Coordinate Descent for the Shepherd Dog Bio-inspired Algorithm
Евдокимов, И. В., Царёв, Р. Ю., Ямских, Т. Н., Пупков, А. Н.
Further development of digital economy requires researching the limits of some algorithms
A Modified Particle Swarm Optimization Algorithm for Location Problem
Osinuga, I. A., Bolarinwa, A. A., Казаковцев, Л. А.
-known iterative Weiszfeld does not converge efficiently to the optimal solution when the solution either
Decision algorithm of near-field microwave sounding
Konstantinov, I. S., Mamatov, A. V., Sapryka, V. A., Cherenkov, A. D., Sapryka, A. V.
Decision algorithm of near-field microwave sounding
Application of parallel version two-dimensional fast Fourier transform algorithm, analog of the Cooley-Tukey algorithm, for digital image processing of satellite data
Noskov, Mikhail, Tutatchikov, Valeriy, Lapchik, Mikhail, Ragulina, Marina, Yamskikh, Tatiana
Application of parallel version two-dimensional fast Fourier transform algorithm, analog
A method of airfoil shape completing
Il'inskii N., Kamalutdinov I., Mardanov R.
An iteration method for airfoil shape completing using the pressure coefficient distribution
Methods for architecture synthesis of broadband wireless networks with linear topology
Vishnevsky V.M., Larionov A.A., Kozyrev D.V., Smolnikov R.V., Ivanov R.E.
A novel iterative algorithm for designing the architecture of broadband wireless networks along
Solving the inverse Sturm–Liouville problem with singular potential and with polynomials in the boundary conditions
Chitorkin E.E., Bondarenko N.P.
is proved. An algorithm of solving the inverse problem is obtained and justified. More concretely, we reduce
Deconvolution of complex spectra into components by the bee swarm algorithm
Yagfarov R., Sibgatullin M., Galimullin D., Kamalova D., Salakhov M.
The bee swarm algorithm is adapted for the solution of the problem of deconvolution of complex

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