"Linear Control Problems of the Fuzzy Maps"
written by Andrej V. Plotnikov, Tatyana A. Komleva, Irina V. Molchanyuk,
published by Journal of Software Engineering and Applications, Vol.3 No.3, 2010
has been cited by the following article(s):
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[2] AVERAGING OF FUZZY INTEGRAL EQUATIONS.
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[3] Averaging of Fuzzy Controlled Differential Inclusions with Terminal Quality Criterion
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[4] The averaging of fuzzy integrodifferential equations on a finite interval
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[5] Нечеткие управляемые линейные дифференциальные включения с терминальным критерием качества
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[6] Piecewise Constant Controlled Linear Fuzzy Differential Inclusions
AV Plotnikov, TA Komleva - hrpub.org, 2013
[7] The Time-optimal Problems for the Fuzzy R-solution of the Control Linear Fuzzy Integro-Differential Inclusions
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[8] Existence and uniqueness theorem for fuzzy integral equation
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[9] Averaging of fuzzy integral equations
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[10] The full averaging of fuzzy integro-differential equations
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[11] Piecewise Constant Controlled Fuzzy Systems
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[12] The full averaging of fuzzy integrodifferential equations
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[13] Problem of meeting of N of fuzzy linear objects.
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[14] The full averaging of fuzzy integro-differential equations.
Journal of Advanced Research in Dynamical & Control Systems, 2012
[15] Piecewise constant controlled linear fuzzy systems
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[16] The Problem of Meeting of N of Fuzzy Objects
Journal of Game Theory, 2012
[17] The averaging of fuzzy integro-differential equationson a finite interval
Journal of Advanced Research inApplied Mathematics, 2011
[18] Linear control differential inclusions with fuzzy right-hand side and some optimal problems
Journal of Advanced Research in Dynamical & Control Systems, 2011
[19] Averaging of fuzzy integrodifferential inclusions
International Journal of Control Science and Engineering, 2011
[20] The time-optimal problems for controlled fuzzy R-solutions
Intelligent Control and Automation, 2011
[21] The full averaging of linear fuzzy differential equations.
Journal of Advanced Research in Differential Equations, 2010
[22] Integrated approach to credit risks estimation.
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[23] The partial averaging of differential inclusions with fuzzy right-hand side
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