×

zbMATH — the first resource for mathematics

Rodina, Lyudmila Ivanova

Compute Distance To:
Author ID: rodina.lyudmila-ivanova Recent zbMATH articles by "Rodina, Lyudmila Ivanova"
Published as: Rodina, L. I.; Rodina, Lyudmila Ivanova
Documents Indexed: 22 Publications since 2004

Publications by Year

Citations contained in zbMATH Open

11 Publication has been cited 25 times in 1 Document Cited by Year
The statistically weak invariant sets of control systems. Zbl 1299.93024
Rodina, L. I.; Tonkov, E. L.
5
2011
The space clcv(\(\mathbb R^n\)) with the Hausdorff-Bebutov metric and differential inclusions. Zbl 1294.93048
Panasenko, E. A.; Rodina, L. I.; Tonkov, E. L.
4
2011
Estimation of statistical characteristics of attainability sets of controllable systems. Zbl 1282.93045
Rodina, L. I.
3
2013
On the invariant sets of control systems with random coefficients. Zbl 1329.93128
Rodina, L. I.
3
2014
Complete controllability conditions for a linear nonstationary system in a critical case. Zbl 1068.93013
Rodina, L. I.; Tonkov, E. L.
2
2004
The space \(\mathrm{clcv}(\mathbb R^{n})\) with the Hausdorff-Bebutov metric and statistically invariant sets of control systems. Zbl 1295.93037
Rodina, L. I.
2
2012
Invariant and statistically weakly invariant sets of control systems. Zbl 1314.34132
Rodina, L. I.
2
2012
The statistically invariant sets of controllable systems with random parameters. Zbl 1299.93021
Rodina, L. I.
1
2011
On some probability models of dynamics of population growth. Zbl 1299.92051
Rodina, L. I.
1
2013
Statistical characteristics of attainability set and periodic processes of control systems. Zbl 1299.93022
Rodina, L. I.
1
2012
Asymptotically stable sets of control systems with impulse actions. Zbl 1375.34093
Larina, Yana Yur’evna; Rodina, Lyudmila Ivanova
1
2016
Asymptotically stable sets of control systems with impulse actions. Zbl 1375.34093
Larina, Yana Yur’evna; Rodina, Lyudmila Ivanova
1
2016
On the invariant sets of control systems with random coefficients. Zbl 1329.93128
Rodina, L. I.
3
2014
Estimation of statistical characteristics of attainability sets of controllable systems. Zbl 1282.93045
Rodina, L. I.
3
2013
On some probability models of dynamics of population growth. Zbl 1299.92051
Rodina, L. I.
1
2013
The space \(\mathrm{clcv}(\mathbb R^{n})\) with the Hausdorff-Bebutov metric and statistically invariant sets of control systems. Zbl 1295.93037
Rodina, L. I.
2
2012
Invariant and statistically weakly invariant sets of control systems. Zbl 1314.34132
Rodina, L. I.
2
2012
Statistical characteristics of attainability set and periodic processes of control systems. Zbl 1299.93022
Rodina, L. I.
1
2012
The statistically weak invariant sets of control systems. Zbl 1299.93024
Rodina, L. I.; Tonkov, E. L.
5
2011
The space clcv(\(\mathbb R^n\)) with the Hausdorff-Bebutov metric and differential inclusions. Zbl 1294.93048
Panasenko, E. A.; Rodina, L. I.; Tonkov, E. L.
4
2011
The statistically invariant sets of controllable systems with random parameters. Zbl 1299.93021
Rodina, L. I.
1
2011
Complete controllability conditions for a linear nonstationary system in a critical case. Zbl 1068.93013
Rodina, L. I.; Tonkov, E. L.
2
2004

Cited by 0 Authors

Citations by Year