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Найдено 209 публикаций
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Статья
Yu. B. Grishunina. Automation and Remote Control. 2015. Vol. 76. No. 3. P. 433-445.

Consideration was given to optimization of the queue control strategy in the MlGl1l queuing system where decision about continuing or stopping admission of customers is made at the service completion instants of each customer in compliance with  the distribution  on the set of decisions depending on the number  of customers remaining in the system. The mean specific income in the stationary mode was used as the efficiency criterion  and the set of permissible strategies coincided with the set of homogeneous randomised Markov strategies. It was proved that if there exists an optimal strategy, then it is degenerate and threshold with one point on control switching, that is, if the number of customers in the system exceeds a certain level, then admission of customers must be stooped or, otherwise, it must be continued.      

Добавлено: 18 марта 2015
Статья
Palamarchuk E. S. Automation and Remote Control. 2018. Vol. 79. No. 3. P. 439-450.
Добавлено: 1 июня 2018
Статья
A.Yu. Golubin, Gridin V. Automation and Remote Control. 2012. Vol. 73. No. 9. P. 1529-1538.
Добавлено: 20 февраля 2014
Статья
Чайковский М. М., Ядыкин И. Б. Автоматика и телемеханика. 2009. № 1. С. 130-146.
Добавлено: 28 января 2010
Статья
Shvarts D. Automation and Remote Control. 2008. Vol. 69. No. 11. P. 1973-1979.
Добавлено: 9 февраля 2010
Статья
Myachin A. L. Automation and Remote Control. 2019. Vol. 80. No. 1. P. 112-123.
Добавлено: 5 марта 2019
Статья
Savchenko A. Automation and Remote Control. 2013. Vol. 74. No. 7. P. 1225-1232.

The prototype of the isolated words recognition software based on the phonetic decoding method with the Kullback-Leibler divergence is presented. The architecture and basic algorithms of the software are described. Finally, an example of application to the problem of isolated words recognition is provided. 

Добавлено: 1 августа 2013
Статья
A. Yu. Kondratev. Automation and Remote Control. 2018. Vol. 79. No. 8. P. 1489-1514.

This paper considers a voting problem in which the individual preferences of electors are defined by the ranked lists of candidates. For single-winner elections, we apply the criterion of weak positional dominance (WPD, PD), which is closely related to the positional scoring rules. Also we formulate the criterion of weak mutual majority (WMM), which is stronger than the majority criterion but weaker than the criterion of mutual majority (MM). Then we construct two modifications for the median voting rule that satisfy the Condorcet loser criterion. As shown below, WPD and WMM are satisfied for the first modification while PD and MM for the second modification. We prove that there is no rule satisfying WPD and MM simultaneously. Finally, we check a list of 37 criteria for the constructed rules.

Добавлено: 26 сентября 2018
Статья
Роgоrеlskiу К., Kalyagin V. A., Aleskerov F. T. Automation and Remote Control. 2008. No. 11. P. 1946-1952.
Добавлено: 27 ноября 2009
Статья
Kalyagin V. A. Automation and Remote Control. 2011. Vol. 72. No. 3. P. 600-614.
Добавлено: 12 октября 2011
Статья
Batsyn M. V., Kalyagin V. A. Automation and Remote Control. 2011. Vol. 72. No. 3. P. 600-614.

Предложена аксиоматика индексов влияния в задаче голосований с квотой. Ее основу составляют две аксиомы: аксиома аддитивности и аксиома диктатора. Установлено важное свойство: индекс влияния игрока может быть представлен в виде суммы вкладов коалиций, в которых он является ключевым. Вклады коалиций не зависят ни от весов участников, ни от квоты. Сформулированы и доказаны общая теорема о представлении индекса влияния, теорема о представлении индекса влияния анонимных участников.

Добавлено: 27 августа 2013
Статья
Podinovskiy V. V., Меньшикова О. Р. Automation and Remote Control. 2007. Vol. 68. No. 6. P. 1075-1082.
Добавлено: 3 апреля 2009
Статья
G. N. Zhukova, M. V. Ulyanov, M. I. Fomichev et al. Automation and Remote Control. 2018. Vol. 79. No. 7. P. 1296-1310.
Добавлено: 16 июля 2018
Статья
Proskurnikov A., Parsegov S. Automation and Remote Control. 2016. Vol. 77. No. 7. P. 1248-1258.

Consideration was given to a special problem of controlling a formation of mobile agents, that of uniform deployment of several identical agents on a segment of the straight line. For the case of agents obeying the first-order dynamic model, this problem seems to be first formulated in 1997 by I.A. Wagner and A.M. Bruckstein as “row straightening.” In the present paper, the straightening algorithm was generalized to a more interesting case where the agent dynamics obeys second-order differential equations or, stated differently, it is the agent’s acceleration (or the force applied to it) that is the control.

Добавлено: 12 сентября 2016
Статья
I.A.Bykadorov, S.G.Kokovin, E.V.Zhelobodko. Automation and Remote Control. 2014. Vol. 75. No. 8. P. 1503-1524.
Добавлено: 18 октября 2014
Статья
Podinovskiy V. V., Rabbot J. M. Automation and Remote Control. 2006. Vol. 67. No. 3. P. 512-515.
Добавлено: 23 января 2010
Статья
Golubin A. Y. Automation and Remote Control. 2017. Vol. 78. No. 7. P. 1264-1275.
Добавлено: 4 октября 2017
Статья
Nazin A., Tremba A. Automation and Remote Control. 2016. Vol. 77. No. 8. P. 1403-1418.

In order to solve robust PageRank problem a saddle-point Mirror Descent algorithm for solving convex-concave optimization problems is enhanced and studied. The algorithm is based on two proxy functions, which use specificities of value sets to be optimized on (min-max search). In robust PageRank case the ones are entropy-like function and square of Euclidean norm. The saddle-point Mirror Descent algorithm application to robust PageRank leads to concrete complexity results, which are being discussed alongside with illustrative numerical example.

Добавлено: 8 октября 2016
Статья
Zinder Y., Lazarev A. A., Musatova E. G. et al. Automation and Remote Control. 2018. Vol. Vol. 79. No. 3. P. 506-523.
Добавлено: 30 мая 2018
Статья
E.B.Yanovskaya. Automation and Remote Control. 2018. Vol. 79. No. 12. P. 2237-2258.
Добавлено: 29 октября 2019
Статья
Kreshchuk A., Potapov V. G. Automation and Remote Control. 2013. Vol. 74. No. 10. P. 1688-1695.
Добавлено: 30 января 2018