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Refinado por: Nome da Publicação: Mathematics And Computers In Simulation remover idioma: Russo remover
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Oscillations in a relay control system with hysteresis and time dead zone: Chaos synchronization and control
Oscillations in a relay control system with hysteresis and time dead zone: Chaos synchronization and control
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Oscillations in a relay control system with hysteresis and time dead zone: Chaos synchronization and control

ZHUSUBALIYEV, Zh. T ; SOUKHOTERIN, E. A

Mathematics and computers in simulation, 2002, Vol.58 (4-6), p.329-350 [Periódico revisado por pares]

Amsterdam: Elsevier

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12
Cost of synchronizing different chaotic systems: Chaos synchronization and control
Cost of synchronizing different chaotic systems: Chaos synchronization and control
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Cost of synchronizing different chaotic systems: Chaos synchronization and control

SARASOLA, C ; TORREALDEA, F. J ; D'ANJOU, A ; GRANA, M

Mathematics and computers in simulation, 2002, Vol.58 (4-6), p.309-327 [Periódico revisado por pares]

Amsterdam: Elsevier

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13
Nonlinear characteristics of randomly excited transonic flutter: Chaos synchronization and control
Nonlinear characteristics of randomly excited transonic flutter: Chaos synchronization and control
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Nonlinear characteristics of randomly excited transonic flutter: Chaos synchronization and control

CHRISTIANSEN, L. E ; LEHN-SCHIØLER, T ; MOSEKILDE, E ; GRANASY, P ; MATSUSHITA, H

Mathematics and computers in simulation, 2002, Vol.58 (4-6), p.385-405 [Periódico revisado por pares]

Amsterdam: Elsevier

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14
Poly-quadratic stability and global chaos synchronization of discrete time hybrid systems: Chaos synchronization and control
Poly-quadratic stability and global chaos synchronization of discrete time hybrid systems: Chaos synchronization and control
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Poly-quadratic stability and global chaos synchronization of discrete time hybrid systems: Chaos synchronization and control

DAAFOUZ, Jamal ; MILLERIOUX, Gilles

Mathematics and computers in simulation, 2002, Vol.58 (4-6), p.295-307 [Periódico revisado por pares]

Amsterdam: Elsevier

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15
On the principle of strong interaction for the resonant orbital motions of some celestial bodies: Chaos synchronization and control
On the principle of strong interaction for the resonant orbital motions of some celestial bodies: Chaos synchronization and control
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On the principle of strong interaction for the resonant orbital motions of some celestial bodies: Chaos synchronization and control

KHENTOV, A

Mathematics and computers in simulation, 2002, Vol.58 (4-6), p.423-434 [Periódico revisado por pares]

Amsterdam: Elsevier

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16
Adaptive synchronization methods for signal transmission on chaotic carriers: Chaos synchronization and control
Adaptive synchronization methods for signal transmission on chaotic carriers: Chaos synchronization and control
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Adaptive synchronization methods for signal transmission on chaotic carriers: Chaos synchronization and control

ANDRIEVSKY, B

Mathematics and computers in simulation, 2002, Vol.58 (4-6), p.285-293 [Periódico revisado por pares]

Amsterdam: Elsevier

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17
Automata network dynamical systems for construction of fractal objects
Automata network dynamical systems for construction of fractal objects
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Automata network dynamical systems for construction of fractal objects

SEVERYANOV, Vasily M

Mathematics and computers in simulation, 2001, Vol.57 (3-5), p.317-324 [Periódico revisado por pares]

Amsterdam: Elsevier

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18
Symbolic-numeric investigations for stability analysis of Lagrange systems
Symbolic-numeric investigations for stability analysis of Lagrange systems
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Symbolic-numeric investigations for stability analysis of Lagrange systems

GUTNIK, Sergey A

Mathematics and computers in simulation, 2001, Vol.57 (3-5), p.211-215 [Periódico revisado por pares]

Amsterdam: Elsevier

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19
Using the system Mathematica in problems of mechanics
Using the system Mathematica in problems of mechanics
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Using the system Mathematica in problems of mechanics

IRTEGOV, V. D ; TITORENKO, T. N

Mathematics and computers in simulation, 2001, Vol.57 (3-5), p.227-237 [Periódico revisado por pares]

Amsterdam: Elsevier

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20
Symbolic computation of approximate symmetries for ordinary differential equations
Symbolic computation of approximate symmetries for ordinary differential equations
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Symbolic computation of approximate symmetries for ordinary differential equations

ANDRIANOV, Serge

Mathematics and computers in simulation, 2001, Vol.57 (3-5), p.147-153 [Periódico revisado por pares]

Amsterdam: Elsevier

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