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ORCIDVáclav Soukup
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Journal Articles
- 1999
[j15]Václav Soukup:
Discrete-time state description of pure deadtime processes. Kybernetika 35(2): 255-262 (1999)- 1997
- [j14]Václav Soukup:
Alternative polynomial equation approach to LQ discrete-time open-loop control. Kybernetika 33(2): 231-238 (1997) - 1996
- [j13]Václav Soukup:
Alternative polynomial equation approach to LQ discrete-time feedback control. Kybernetika 32(2): 199-206 (1996) - 1995
- [j12]Václav Soukup:
Anticipation in discrete-time LQ control. I. Open-loop control. Kybernetika 31(4): 413-422 (1995) - [j11]Václav Soukup:
Anticipation in discrete-time LQ control. I. Closed-loop control. Kybernetika 31(5): 519-526 (1995) - 1989
- [j10]Václav Soukup:
On transfer function matrix of linear cascade systems. Kybernetika 25(4): 258-270 (1989) - 1983
- [j9]Václav Soukup, Karel Havlícek, Martin Lukes:
Additionals signals in linear discrete-time control systems. II. Additional feedback signal. Kybernetika 19(2): 131-157 (1983) - [j8]Václav Soukup:
Additional signals in linear discrete-time control systems. III. Additional disturbance feedforward. Kybernetika 19(5): 422-438 (1983) - 1982
- [j7]Václav Soukup:
Additional signals in linear discrete-time control systems. I. Additional control signal. Kybernetika 18(5): 415-439 (1982) - 1979
- [j6]Václav Soukup:
On identical response of initially excited and relaxed linear discrete-time system. Kybernetika 15(1): 65-71 (1979) - 1974
- [j5]Václav Soukup:
On inverse of linear discrete-time-varying system. Kybernetika 10(5): 424-433 (1974) - 1973
- [j4]Václav Soukup:
Linear nonstationary system with discrete-time input. Kybernetika 9(1): 30-41 (1973) - [j3]Václav Soukup:
Weighting function and state equations of linear discrete-time-varying system. Kybernetika 9(6): 467-474 (1973) - 1972
- [j2]Václav Soukup:
On formulation of state equations for linear nonstationary discrete-time system. Kybernetika 8(5): 419-429 (1972) - 1969
- [j1]Václav Soukup:
On the analysis of linear systems with algebraic and exponential time-varying parameters. Kybernetika 5(3): 243-253 (1969)
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