## Tyukhtina, Alla A.

Compute Distance To:
 Author ID: tyukhtina.alla-a Published as: Tyukhtina, A. A.; Tyukhtina, Alla A.
 Documents Indexed: 6 Publications since 2012 Co-Authors: 4 Co-Authors with 6 Joint Publications 32 Co-Co-Authors

### Co-Authors

 0 single-authored 6 Kalinin, Aleksey V. 2 Sumin, Mikhail Iosifovich 1 Izosimova, O. A. 1 Zhidkov, A. V.

### Serials

 2 Computational Mathematics and Mathematical Physics 1 Mathematical Methods in the Applied Sciences 1 Differential Equations 1 Vestnik Udmurtskogo Universiteta. Matematika. Mekhanika. Komp’yuternye Nauki 1 Zhurnal Srednevolzhskogo Matematicheskogo Obshchestva
all top 5

### Fields

 5 Partial differential equations (35-XX) 2 Optics, electromagnetic theory (78-XX) 1 Functional analysis (46-XX) 1 Calculus of variations and optimal control; optimization (49-XX) 1 Operations research, mathematical programming (90-XX) 1 Systems theory; control (93-XX)

### Citations contained in zbMATH Open

4 Publications have been cited 5 times in 2 Documents Cited by Year
Stable sequential Lagrange principles in the inverse final observation problem for the system of Maxwell equations in the quasistationary magnetic approximation. Zbl 1360.35263
Kalinin, A. V.; Sumin, M. I.; Tyukhtina, A. A.
2016
Modified gauge conditions for the system of Maxwell equations in quasi-stationary magnetic approximation. Zbl 1413.35416
Kalinin, A. V.; Tyukhtina, A. A.; Izosimova, O. A.
2017
$$L_{p}$$-estimates for scalar products of vector fields and their application to electromagnetic theory problems. Zbl 1406.35385
Kalinin, Aleksey V.; Tyukhtina, Alla A.
2018
Inverse final observation problems for Maxwell’s equations in the quasi-stationary magnetic approximation and stable sequential Lagrange principles for their solving. Zbl 1369.49038
Kalinin, A. V.; Sumin, M. I.; Tyukhtina, A. A.
2017
$$L_{p}$$-estimates for scalar products of vector fields and their application to electromagnetic theory problems. Zbl 1406.35385
Kalinin, Aleksey V.; Tyukhtina, Alla A.
2018
Modified gauge conditions for the system of Maxwell equations in quasi-stationary magnetic approximation. Zbl 1413.35416
Kalinin, A. V.; Tyukhtina, A. A.; Izosimova, O. A.
2017
Inverse final observation problems for Maxwell’s equations in the quasi-stationary magnetic approximation and stable sequential Lagrange principles for their solving. Zbl 1369.49038
Kalinin, A. V.; Sumin, M. I.; Tyukhtina, A. A.
2017
Stable sequential Lagrange principles in the inverse final observation problem for the system of Maxwell equations in the quasistationary magnetic approximation. Zbl 1360.35263
Kalinin, A. V.; Sumin, M. I.; Tyukhtina, A. A.
2016

### Cited by 3 Authors

 1 Kalinin, Aleksey V. 1 Sumin, Mikhail Iosifovich 1 Tyukhtina, Alla A.

### Cited in 2 Serials

 1 Computational Mathematics and Mathematical Physics 1 Ural Mathematical Journal

### Cited in 3 Fields

 1 Partial differential equations (35-XX) 1 Calculus of variations and optimal control; optimization (49-XX) 1 Optics, electromagnetic theory (78-XX)