Larissa V. FARDIGOLA

(Larysa FARDYGOLA)

 
 
Mathematical Division
Prospekt Nauky 47
Kharkiv, 61103,
UKRAINE
 
Tel: +38057-340-0966
 
     
 
 
   
 
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Curriculum Vitae

Date of Birth:

 

October 18, 1966.

 

 

Citizenship:

 

Ukrainian

 

 

Education:

 

M.S.

 

Faculty of Mechanics and Mathematics, Kharkiv National University, June 27, 1989;

 

Ph.D.

 

Kharkiv National  University, February 7, 1992. Title: "Non-local boundary-value problems in a layer".

Permanent Positions:

 

01.2001 till now

 

Senior Research Fellow,  Mathematical Division, Institute for Low Temperature Physics & Engineering of the National Academy of Sciences of Ukraine;

 

01.1995 till now

 

Associated Professor,  Dept. of Mathematical Analysis, Kharkiv National  University;

 

01.1993-01.1995

 

Assistant Professor,  Dept. of Mathematical Analysis, Kharkiv National  University;

 

02.1992-01.1993

 

Assistant Professor, Mathematical Dept., Kharkiv Cars and Highway Technical University.

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Research interests:

PARTIAL DIFFERENTIAL EQUATIONS:

 

Control Theory,

 

General Theory,

 

Qualitative Properties of Solutions,

 

Boundary-Value Problems.

PROFESSIONAL SOCIETIES:
  AMS, SIAM member
LANGUAGES:
  English, French, Russian, Ukrainian
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List of principal publications

  1. L.V.Fardigola, Neumann boundary control problem for the string equation on a half-axis, Dopovidi Natsionalnoy Akademii Nauk Ukrainy, 2009, No. 10, 36-41 (in Ukrainian).
  2. L.V.Fardigola, The Fourier transform method in controllability problems for the finite string equation with a boundary control bounded by a hard constant, ``Further Progress in Analysis''. Proceedings of the 6th International ISAAC Congress.--Ankara, Turkey 13--18 August 2009, 2009, 337--346.
  3. L.V.Fardigola, Controllability Problems for the String Equation on a Half-Axis with a Boundary Control Bounded by a Hard Constant, SIAM J. Control Optim., 2008, Vol. 47, No. 4, 2179-2199.
  4. L.V.Fardigola, K.S.Khalina, Controllability problems for the string equation,  Ukr. Mat. Zh., 2007, Vol. 59, No. 7, 939-952 (in Ukrainian); engl. translations in Ukr. Math. J., 2007, Vol. 59, No. 7, 1040-1058.
  5. L.V.Fardigola, On controllability problems for the wave equation on a half-plane, Journal of Math. Phys., Anal., Geom., 2005, Vol. 1, No. 1, 93-115.
  6. L.V.Fardigola and M.V.Lobanova,On stabilizability of evolution partial differential equations  on Rnx[0, +) by time-delayed feedback controls,  Matem. Fizika, Analiz, Geometriya, 2003, Vol. 10, No. 2,  188-204.
  7. L.V.Fardigola, On stabilizability of evolution systems of partial differential equations on Rn x[0, +) by time-delayed feedback control, Cenral Europ. J.Math., 2003, Vol. 1, No. 2, 141-155.
  8. G.M.Sklyar and L.V.Fardigola,The Markov power moment problem in problems of controllability and frequency extinguishing for the wave equation on a half-axis, J. Math. Anal. Appl., 2002, Vol. 276, No. 1, 109-134.
  9. L.V.Fardigola and Yu.V.Sheveleva,On stabilizability of evolution systems of partial differential equations on Rnx[0, +) by one-dimensional feedback controls, Ukrain. Mat. Zh., 2002, Vol. 54, No. 9, 1289-1296 (in Ukrainian); engl. translation in Ukr. Math. J., 2002, Vol. 54, No. 9, 1556-1565.
  10. G.M.Sklyar and L.V.Fardigola,The Markov trigonometric moment problem in  controllability problems  for the wave equation on a half-axis, Matem. Fizika, Analiz, Geometriya, 2002, Vol. 9, No. 2, 233-242.
  11. L.V.Fardigola, Criterion for stabilizability of partial differential equations with constant coefficients on the whole space, Differents. Uravneniya, 2000, Vol. 36, No. 12, 1699-1706 (in Russian); engl. translation in Differ. Equations, 2000, Vol. 36, No. 12, 1863-1871.
  12. L.V.Fardigola, On stabilizability of evolution systems of partial differential equations on Rn x[0, +) by feedback control, Visnyk Kharkivs'kogo Natsional'nogo Universytetu, 2000, No. 475, 183-194.
  13. L.V.Fardigola, On a non-local two-point boundary-value problem in a layer for the equation with variable coefficients, Sibirskiy Mat. Zh., 1997, Vol. 38, No. 2, 424-438 (in Russian); engl. translation in Siberian Math. J., 1997, Vol. 38, No. 2, 367-379.
  14. L.V.Fardigola, An integral boundary-value problem in a layer for a system of linear partial differential equations, Mat. Sbornik, 1995, Vol. 186, No. 11, 123-144 (in Russian); engl. translation in Sb. Math., 1995, Vol. 186, No. 11, 1671-1692.
  15. L.V.Fardigola, Non-local two-point boundary-value problems in a layer with differential operators in the boundary condition, Ukrain. Mat. Zh., 1995, Vol. 47, No. 8, 1128-1134 (in Russian); engl. translation in Ukr. Math. J., 1995, Vol. 47, No. 8, 1283-1289.
  16. L.V.Fardigola, A non-local boundary-value problem in a layer for an evolution equation that has a second order with respect to time variable, Differents. Uravneniya, 1995, Vol. 31, No. 4, 662-671 (in Russian); engl. thranslation in Differ. Equations, 1995, Vol. 31, No. 4, 614-623.
  17. L.V.Fardigola, The influence of the parameters on the properties of solutions of integral boundary-value problems in a layer, Izv. Vyssh. Uchebn. Zaved. Mat., 1993, No. 7, 51-58 (in Russian); engl. translation in Russ. Math., 1993, Vol. 37, No. 7, 50-57.
  18. L.V.Fardigola, An integral boundary-value problem in a layer, Mat. Zametki, 1993, Vol. 53, No. 6, 122-129 (in Russian); engl. translation in Math. Notes, 1993, Vol. 53, No. 6, 644-649.
  19. L.V.Fardigola, Well-posed problems with differential operators in the boundary condition in a layer, Ukrain. Mat. Zh., 1992, Vol. 44, No. 8, 1083-1090 (in Russian); engl. translation in Ukr. Math. J., 1992, Vol. 44, No. 8, 983-989.
  20. L.V.Fardigola, A criterion for strong well-posedness of a non-local two-point boundary-value problem in a layer, Izv. Vyssh. Uchebn. Zaved. Mat., 1992, No. 1, 84-88 (in Russian); engl. translation in Russ. Math., 1992, Vol. 36, No. 1, 82-86.
  21. L.V.Fardigola, A non-local boundary value problems in a layer: the influence of the parameters on the properties of solutions, Differents. Uravneniya, 1991, Vol. 27, No. 12, 2151-2161 (in Russian); engl. translation in Differ. Equations, 1991, Vol. 27, No. 12, 1540-1549.
  22. L.V. Fardigola, T-stability property for an integral boundary-value problem in a layer, Teoriya Funktsii, Funktsional'nyi Analiz i Ikh Prilozheniya (Kharkov), 1991, No. 55, 78-80 (in Russian); engl. translations in J.  Math. Sci., 1992, Vol. 59, No. 1, 638-639.
  23. L.V.Fardigola, A criterion for well-posedness  of a boundary-value problem with an integral condition in a layer, Ukrain. Mat. Zh., 1990, Vol. 42, No.11, 1546-1551 (in Russian); engl. translation in Ukr. Math. J., 1990, Vol. 42, No.11, 1388-1394.
  24. V.M.Borok and L.V.Fardigola,Non-local well-posed boundary-value problems in a layer, Mat. Zametki, 1990, Vol. 48, No. 1, 20-25 (in Russian); engl. translation in Math. Notes, 1990, Vol. 48, No. 1, 635-639.
  25. L.V.Fardigola, A criterion for well-posedness of a boundary-value problem in a layer for first- and second-order equations, Vestnik. Kharkov. Univ., 1989, No. 334. Dinamich. Sistemy, 55-65 (in Russian).
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Last modified June 4, 2010