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Results: 1-13 |
Results: 13
Regular and chaotic motions of mathematical pendulums
Authors: Martynyuk, AA Nikitina, NV
Citation: Aa. Martynyuk et Nv. Nikitina, Regular and chaotic motions of mathematical pendulums, INT AP MECH, 37(3), 2001, pp. 407-413
Novel stability and instability condition for interconnected systems with structural perturbations
Authors: Martynyuk, AA Stavroulakis, IP
Citation: Aa. Martynyuk et Ip. Stavroulakis, Novel stability and instability condition for interconnected systems with structural perturbations, DYN C D I S, 7(3), 2000, pp. 307-324
The theory of motion of a double mathematical pendulum
Authors: Martynyuk, AA Nikitina, NV
Citation: Aa. Martynyuk et Nv. Nikitina, The theory of motion of a double mathematical pendulum, INT AP MECH, 36(9), 2000, pp. 1252-1258
Stability analysis of discrete systems
Authors: Martynyuk, AA
Citation: Aa. Martynyuk, Stability analysis of discrete systems, INT AP MECH, 36(7), 2000, pp. 835-865
The theory of stability of an orbiting observatory with gyroscopic stabilization of motion
Authors: Martynyuk, AA Miladzhanov, VG
Citation: Aa. Martynyuk et Vg. Miladzhanov, The theory of stability of an orbiting observatory with gyroscopic stabilization of motion, INT AP MECH, 36(5), 2000, pp. 682-690
A survey of some classical and modern developments of stability theory
Authors: Martynyuk, AA
Citation: Aa. Martynyuk, A survey of some classical and modern developments of stability theory, NONLIN ANAL, 40(1-8), 2000, pp. 483-496
Method of analyzing irregular motions
Authors: Martynyuk, AA Nikitina, NV
Citation: Aa. Martynyuk et Nv. Nikitina, Method of analyzing irregular motions, INT AP MECH, 35(8), 1999, pp. 838-845
On the coherent practical motion stability of systems with a delay
Authors: Martynyuk, AA Thi, SC
Citation: Aa. Martynyuk et Sc. Thi, On the coherent practical motion stability of systems with a delay, INT AP MECH, 35(1), 1999, pp. 87-92
Qualitative analysis with respect to two measures for population growth models of Kolmogorov type
Authors: Martynyuk, AA
Citation: Aa. Martynyuk, Qualitative analysis with respect to two measures for population growth models of Kolmogorov type, STAB CONTR, 9, 1999, pp. 109-117
Practical mu-stability of nonlinear integrodifferential systems with delay
Authors: Martynyuk, AA Tsi, SC
Citation: Aa. Martynyuk et Sc. Tsi, Practical mu-stability of nonlinear integrodifferential systems with delay, INT AP MECH, 34(4), 1998, pp. 385-391
Conditions for practical mu-stability of quasilinear systems with lags
Authors: Martynyuk, AA Tsi, SC
Citation: Aa. Martynyuk et Sc. Tsi, Conditions for practical mu-stability of quasilinear systems with lags, INT AP MECH, 34(3), 1998, pp. 293-298
Dynamic principle of symmetry
Authors: Martynyuk, AA Nikitina, NV
Citation: Aa. Martynyuk et Nv. Nikitina, Dynamic principle of symmetry, INT AP MECH, 34(11), 1998, pp. 1158-1164
Stability and Liapunov's matrix functions method in dynamical systems
Authors: Martynyuk, AA
Citation: Aa. Martynyuk, Stability and Liapunov's matrix functions method in dynamical systems, INT AP MECH, 34(10), 1998, pp. 1057-1065
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