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Results: 1-12 |
Results: 12
DISCRETIZATION OF CONTINUOUS SYSTEMS HAVING A FOCUS-TYPE EQUILIBRIUM STATE
Authors: FISHMAN LZ
Citation: Lz. Fishman, DISCRETIZATION OF CONTINUOUS SYSTEMS HAVING A FOCUS-TYPE EQUILIBRIUM STATE, Automation and remote control, 59(4), 1998, pp. 509-514
ON INVARIANT-MANIFOLDS OF MULTISTEP DIFFE RENCE-METHODS FOR ORDINAL DIFFERENTIAL-EQUATIONS
Authors: FISHMAN LZ
Citation: Lz. Fishman, ON INVARIANT-MANIFOLDS OF MULTISTEP DIFFE RENCE-METHODS FOR ORDINAL DIFFERENTIAL-EQUATIONS, Doklady Akademii nauk. Rossijskaa akademia nauk, 356(2), 1997, pp. 173-175
RETENTION OF FEATURES OF 2ND-ORDER DIFFER ENTIAL-EQUATIONS UNDER DISCRETIZATION
Authors: FISHMAN LZ
Citation: Lz. Fishman, RETENTION OF FEATURES OF 2ND-ORDER DIFFER ENTIAL-EQUATIONS UNDER DISCRETIZATION, Doklady Akademii nauk. Rossijskaa akademia nauk, 352(6), 1997, pp. 739-741
CRITERIA FOR UNSAFE AND SAFE BOUNDARIES OF THE STABILITY DOMAIN FOR EQUATIONS WITH DELAY
Authors: FISHMAN LZ
Citation: Lz. Fishman, CRITERIA FOR UNSAFE AND SAFE BOUNDARIES OF THE STABILITY DOMAIN FOR EQUATIONS WITH DELAY, Journal of applied mathematics and mechanics, 61(4), 1997, pp. 685-691
ON DISCRETE-SYSTEMS BASED ON THE ADAMS AND NESTROM METHODS
Authors: FISHMAN LZ
Citation: Lz. Fishman, ON DISCRETE-SYSTEMS BASED ON THE ADAMS AND NESTROM METHODS, Automation and remote control, 58(8), 1997, pp. 1330-1336
PRESERVATION OF THE PROPERTIES OF CONTINUOUS SYSTEMS UNDER DISCRETIZATION BY THE RUNGE-KUTTA AND ADAMS METHODS
Authors: FISHMAN LZ
Citation: Lz. Fishman, PRESERVATION OF THE PROPERTIES OF CONTINUOUS SYSTEMS UNDER DISCRETIZATION BY THE RUNGE-KUTTA AND ADAMS METHODS, Automation and remote control, 58(10), 1997, pp. 1640-1646
ON RETENTION OF FEATURES OF DIFFERENTIAL- EQUATIONS UNDER DISCRETIZATION
Authors: FISHMAN LZ
Citation: Lz. Fishman, ON RETENTION OF FEATURES OF DIFFERENTIAL- EQUATIONS UNDER DISCRETIZATION, Doklady Akademii nauk. Rossijskaa akademia nauk, 346(5), 1996, pp. 594-596
ON CONSERVATION OF STABILITY AND BIFURCATIONS UPON DISCRETIZATION
Authors: FISHMAN LZ
Citation: Lz. Fishman, ON CONSERVATION OF STABILITY AND BIFURCATIONS UPON DISCRETIZATION, Automation and remote control, 57(9), 1996, pp. 1311-1315
ON PRESERVING OF THE NATURE OF STABILITY DOMAIN BOUNDARY WHEN A CONTINUOUS SYSTEM IS REPLACED BY THE DISCRETE ONE CONSTRUCTED BY MEANS OF RUNGE-KUTTA METHOD (VOL 327, PG 32, 1992)
Authors: FISHMAN LZ
Citation: Lz. Fishman, ON PRESERVING OF THE NATURE OF STABILITY DOMAIN BOUNDARY WHEN A CONTINUOUS SYSTEM IS REPLACED BY THE DISCRETE ONE CONSTRUCTED BY MEANS OF RUNGE-KUTTA METHOD (VOL 327, PG 32, 1992), Doklady Akademii nauk. Rossijskaa akademia nauk, 330(5), 1993, pp. 210000669-210000669
COMPARISON OF THE STABILITY OF THE FOCUS OF A 2ND-ORDER SYSTEM AND DIFFERENCE-SCHEMES CORRESPONDING TO IT
Authors: FISHMAN LZ
Citation: Lz. Fishman, COMPARISON OF THE STABILITY OF THE FOCUS OF A 2ND-ORDER SYSTEM AND DIFFERENCE-SCHEMES CORRESPONDING TO IT, Russian Mathematical Surveys, 48(2), 1993, pp. 180-181
DETERMINATION OF RISKY AND SAFE BOUNDARIES OF THE STABILITY REGION OFDISCRETE-SYSTEMS
Authors: FISHMAN LZ
Citation: Lz. Fishman, DETERMINATION OF RISKY AND SAFE BOUNDARIES OF THE STABILITY REGION OFDISCRETE-SYSTEMS, Automation and remote control, 54(4), 1993, pp. 693-696
STABILITY CONDITIONS FOR A FIXED-POINT OF POINT MAPS IN THE CRITICAL CASE OF A PAIR OF COMPLEX CONJUGATE ROOTS ON THE UNIT-CIRCLE
Authors: FISHMAN LZ
Citation: Lz. Fishman, STABILITY CONDITIONS FOR A FIXED-POINT OF POINT MAPS IN THE CRITICAL CASE OF A PAIR OF COMPLEX CONJUGATE ROOTS ON THE UNIT-CIRCLE, Mathematical notes, 52(5-6), 1992, pp. 1265-1271
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