Starushenko Galina

Ph.D., Full. Prof.
Professor of the Department of Public Administration and Local Self-Government,
Dnipro University of Technology (Dnipro, Ukraine).

ORCID 0000-0003-4331-4723
Researcher ID AAZ-9981-2021
Scopus ID 6506658321
ResearchGate: https://www.researchgate.net/profile/Galina-Starushenko/scores?ev=prf_rep_tab
Google Scholar: https://scholar.google.com.ua/citations?view_op=list_works&hl=ru&hl=ru&user=n3QVhmIAAAAJ

Main scientific directions: statistical methods in public administration, mathematical modeling of economic activity, economic and mathematical methods of research of social processes, digital methods and models of optimization of public management decisions.

188 наукових і навчально-методичних праць, у тому числі:
реферованих у Scopus – 32 публікації;
включених до наукометричної бази Web of Science Core Collection – 31 публікація.

Scopus

Andrianov V., Starushenko G. A. Application of the averaging method for the calculation of perforated plates. – Soviet Applied Mechanics, 1988. – Vol. 24. –Is. 4. – P. 410-415.

V. Andrianov and G. A. Starushenko. Solution of Dynamic Problem for Perforated Structures by the Method of Averaging. – Journal of Soviet Mathematics. – New York, 1991, v. 57, N 5, p. 3410-3412.

Andrianov I. V., Starushenko G. A. Application of the averaging method to the study of oscillations of a perforated plate. – Journal of Soviet Mathematics. – New York, 1993, v. 65, N 2, p. 1503-1507.

Пилипчук В. Н., Старушенко Г. А. Об одном варианте негладких преобразований переменных для одномерных упругих систем периодической структуры. – Прикладная математика и механика, 1997, т. 61, вып. 2, с. 275-284.

Pilipchuk V. N., Starushenko G. A. A version of non-smooth transformations for one-dimensional elastic systems with a periodic structure. – Journal of Applied Mathematics and Mechanics, 1997. – Vol. 61. – Is. 2. – P. 265 – 274.

Andrianov I. V., Starushenko G. A., Tokarzewski S. Homogenization procedure and Pade approximations in the theory of composite materials with parallelepiped inclusions. – International Journal of Heat and Mass Transfer, 1998, Vol. 41, No. 1, p. 175-181.

Andrianov I. V., Starushenko G. A., Danishevskii V. V. Asymptotic determination of the effective thermal conductivity of a pile field. – Soil Mechanics and Foundation Engineering, 1999, Vol. 36, Is. 1, p. 31-36.

Andrianov I. V., Starushenko G. A., Danishevskyy V. V., Tokarzewski S. Homogenization procedure and Pade approximants for effective heat conductivity of composite materials with cylindrical inclusions having square cross-section. – Proceeding of Royal Society of London, A, 1999. – Vol. 455. – No. 1989, p. 3401-3413.

Pilipchuk V. N., Volkova S. A., Starushenko G. A. Study of a non-linear oscillator under parametric impulsive excitation using a non-smooth temporal transformation. – Journal of Sound and Vibration, 1999. – Vol. 222 (2). – P. 307-328.

Tokarzewski S., Andrianov I., Danishevsky V., Starushenko G. Analytical continuation of asymptotic expansions of effective transport coefficients by Pade approximants. – Nonlinear Analysis: Theory, Methods & Applications. – 2001. – Vol. 47. – Is. 4. – P. 2283-2292.

Starushenko G., Krulik N., Tokarzewski S. Employment of non-symmetrical saw-tooth argument transformation method in the elasticity theory for layered composites. – International Journal of Heat and Mass Transfer, 2002. – Vol. 45. – Is. 14. – P. 3055 – 3060.

Andrianov I. V., Starushenko G. A., Weichert D. Asymptotic analysis of thin interface in composite materials with coated boundary. – Technische Mechanik. – 31. – Is. 1. – 2011. – P. 33-41.

Andrianov I. V., Starushenko G. A., Weicher D. Numerical investigation of 1D continuum dynamical models of discrete chain. – ZAMM / Z. Angew. Math. Mech., 2012. – 92. – Is. 11-12. – P. 945-954.

Andrianov I. V., Kalamkarov L., Starushenko G. A. Three-phase model for a fiber-reinforced composite material. – Composite Structures, 2013. – Vol. 95. – P. 95-104.

Andrianov I. V., Awrejcewicz J., Starushenko G. A. Application of an improved three-phase model to calculate effective characteristics for a composite with cylindrical inclusions. – Latin American Journal of Solids and Structures, 2013. – 10. – No 1. – P. 197-222.

Andrianov I. V., Kalamkarov A. L., Starushenko A. Analytical expressions for effective thermal conductivity of composite materials with inclusions of square cross-section. – Composites Part B: Engineering, 2013. – Vol. 50. – P. 44-53.

Kalamkarov L., Andrianov I. V., Starushenko G. A. Three-phase model for a composite material with cylindrical circular inclusions. Part I: Application of the boundary shape perturbation method. – International Journal of Engineering Science, 2014. – Vol. 78. – P. 154-177.

Kalamkarov L., Andrianov I. V., Starushenko G. A. Three-phase model for a composite material with cylindrical circular inclusions. Part II: Application of Padé approximants. – International Journal of Engineering Science, 2014. – Vol. 78. – P. 178-191.

Andrianov I., Awrejcewicz J., Starushenko G. A. Asymptotic analysis of the Maxwell Garnett formula using the two-phase composite model. – International Journal of Applied Mechanics, 2015. – Vol. 7. – Is. 2. – P. 1550025-1 – 1550025-27. – 27 p.

Gluzman S., Mityushev V., Nawalaniec W., Starushenko G. Effective Conductivity and Critical Properties of a Hexagonal Array of Superconducting Cylinders (Book Chapter) // In the book “Contributions in Mathematics and Engineering. In Honor of Constantin Carathéodory” ; Eds. M. Pardalos, T. M. Rassias. – Springer International Publishing Switzerland, 2016. – 759 p. – P. 255-297.

Andrianov I. V., Awrejcewicz J., Markert B., Starushenko G. A. Analytical homogenization for dynamic analysis of composite membranes with circular inclusions in hexagonal lattice structures. – International Journal of Structural Stability and Dynamics, 2017. – Vol. 17. – No. 5. – P. 1740015-1 – 1740015-14.

Andrianov I. V., Awrejcewicz J., Starushenko G. A. Asymptotic models and transport properties of densely packed, high-contrast fibre composites. Part I: Square lattice of circular – Composite Structures, 2017. – Vol. 179. – P. 617 – 627.

Andrianov I. V., Awrejcewicz J., Starushenko G. A. Asymptotic models for transport properties of densely packed, high-contrast fibre composites. Part II: Square lattices of rhombic inclusions and hexagonal lattices of circular inclusions. – Composite Structures, – Vol. 180. – P. 351 – 359.

Andrianov I. V., Starushenko G. A., Gabrinets A. Percolation threshold for elastic problems: self-consistent approach and Padé approximants. – Advances in Mechanics of Microstructured Media and Structures,Advanced Structured Materials. – Springer International Publishing AG, part of Springer Nature; F. dell’Isola et al. (eds.), 2018. – Vol. 87. – 369 p. – P. 35 – 42.

Andrianov I., Starushenko G., Kvitka S., Khajiyeva L. The Verhulst-Like Equations: Integrable OΔE and ODE with Chaotic Behavior. – Symmetry, 2019. – Vol. 11. – Is. 12. – 1446. – 15 p.

Kalamkarov A., Andrianov I., Starushenko G. Refinement of the Maxwell Formula for Fiber-Reinforced Composites. – Journal of Multiscale Modelling, 2020. – 11. – No. 1. – P.1950001-1 – 1950001-33.

Andrianov I. V., Awrejcewicz J., Starushenko G. A., Gabrinets V. A. Refinement of the Maxwell formula for composite reinforced by circular cross-section fibers. Part I: using the Schwarz alternating method. – Acta Mechanica, 2020. – 231. – Is. 12. – P. 4971 – 4990.

Andrianov I. V., Awrejcewicz J., Starushenko G. A., Gabrinets V. A. Refinement of the Maxwell formula for composite reinforced by circular cross-section fibers. Part II: using Padé approximants. – Acta Mechanica, 2020. – 231. – Is. 12. – P. 5145 – 5157.

AndrianovI., Koblik S., StarushenkoG.Transition from discrete to continuous media: the impact of symmetry changes on asymptotic behavior of waves. – Symmetry, 2021. – Vol. 13. – Is. 6. – 1008. – 15

WoS

Andrianov V., Starushenko G. A. Application of the averaging method for the calculation of perforated plates. – Soviet Applied Mechanics, 1988. – Vol. 24. –Is. 4. – P. 410-415.

Pilipchuk V. N., Starushenko G. A. A version of non-smooth transformations for one-dimensional elastic systems with a periodic structure. – Journal of Applied Mathematics and Mechanics, 1997. – Vol. 61. – Is. 2. – P. 265 – 274.

Andrianov I. V., Starushenko G. A., Tokarzewski S. Homogenization procedure and Pade approximations in the theory of composite materials with parallelepiped inclusions. – International Journal of Heat and Mass Transfer, 1998, Vol. 41, No. 1, p. 175-181.

Starushenko G., Krulik N. Saw-tooth argument transformation method in the theory of composite materials. – Progress and Trends in Rheology V: Proceedings of the Fifth European Rheology Conference, Portorož, Slovenia, September 6–11, 1998. – Steinkopff-Verlag Heidelberg, 1998. – P. 120-121.

Starushenko G., Krulik N., Tokarzewski S. About representation of theory tasks periodic solutions on basis of non-smooth argument transformation. – International Journal of Applied Mechanics and Engineering. – Vol. 4, no. spec. – Proceedings of the International Conference on Engineering Rheology ICER '99, Zielona Góra, Poland, June 27-30, 1999. – 468 p. – P. 115-120.

Pilipchuk V. N., Volkova S. A., Starushenko G. A. Study of a non-linear oscillator under parametric impulsive excitation using a non-smooth temporal transformation. – Journal of Sound and Vibration, 1999. – Vol. 222 (2). – P. 307-328.

Andrianov I. V., Starushenko G. A., Danishevskyy V. V., Tokarzewski S. Homogenization procedure and Pade approximants for effective heat conductivity of composite materials with cylindrical inclusions having square cross-section. – Proceeding of Royal Society of London, A, 1999. – Vol. 455. – No. 1989, p. 3401-3413.

Tokarzewski S., Andrianov I., Danishevsky V., Starushenko G. Analytical continuation of asymptotic expansions of effective transport coefficients by Pade approximants. – Nonlinear Analysis: Theory, Methods & Applications. – 2001. – Vol. 47. – Is. 4. – P. 2283-2292.

Starushenko G., Krulik N., Tokarzewski S. Employment of non-symmetrical saw-tooth argument transformation method in the elasticity theory for layered composites. – International Journal of Heat and Mass Transfer, 2002. – Vol. 45. – Is. 14. – P. 3055 – 3060.

Andrianov I. V., Starushenko G. A., Weicher D. Numerical investigation of 1D continuum dynamical models of discrete chain. – ZAMM / Z. Angew. Math. Mech., 2012. – 92. – Is. 11-12. – P. 945-954.

Andrianov I. V., Awrejcewicz J., Starushenko G. A. Application of an improved three-phase model to calculate effective characteristics for a composite with cylindrical inclusions. – Latin American Journal of Solids and Structures, 2013. – 10. – No 1. – P. 197-222.

Andrianov I. V., Kalamkarov L., Starushenko G. A. Three-phase model for a fiber-reinforced composite material. – Composite Structures, 2013. – Vol. 95. – P. 95-104.

Andrianov I. V., Kalamkarov A. L., Starushenko A. Analytical expressions for effective thermal conductivity of composite materials with inclusions of square cross-section. – Composites Part B: Engineering, 2013. – Vol. 50. – P. 44-53.

Kalamkarov L., Andrianov I. V., Starushenko G. A. Three-phase model for a composite material with cylindrical circular inclusions. Part II: Application of Padé approximants. – International Journal of Engineering Science, 2014. – Vol. 78. – P. 178-191.

Kalamkarov L., Andrianov I. V., Starushenko G. A. Three-phase model for a composite material with cylindrical circular inclusions. Part I: Application of the boundary shape perturbation method. – International Journal of Engineering Science, 2014. – Vol. 78. – P. 154-177.

Andrianov I., Awrejcewicz J., Starushenko G. A. Asymptotic analysis of the Maxwell Garnett formula using the two-phase composite model. – International Journal of Applied Mechanics, 2015. – Vol. 7. – Is. 2. – P. 1550025-1 – 1550025-27. – 27 p.

Kalamkarov A. L., Andrianov I. V., Pacheco P. M. C. L., Savi M. A., Starushenko G. A. Asymptotic analysis of fiber-reinforced composites of hexagonal structure. – Journal of Multiscale Modelling, 2016. – Vol. 7. – No. 3. – P. 1650006-1 – 1650006-32.

Andrianov I. V., Awrejcewicz J., Markert B., Starushenko G. A. Analytical homogenization for dynamic analysis of composite membranes with circular inclusions in hexagonal lattice structures. – International Journal of Structural Stability and Dynamics, 2017. – Vol. 17. – No. 5. – P. 1740015-1 – 1740015-14.

Andrianov I. V., Awrejcewicz J., Starushenko G. A. Asymptotic models and transport properties of densely packed, high-contrast fibre composites. Part I: Square lattice of circular – Composite Structures, 2017. – Vol. 179. – P. 617 – 627.

Andrianov I. V., Awrejcewicz J., Starushenko G. A. Asymptotic models for transport properties of densely packed, high-contrast fibre composites. Part II: Square lattices of rhombic inclusions and hexagonal lattices of circular inclusions. – Composite Structures, – Vol. 180. – P. 351 – 359.

Andrianov I. V., Starushenko G. A., Gabrinets A. Percolation threshold for elastic problems: self-consistent approach and Padé approximants. – Advances in Mechanics of Microstructured Media and Structures,Advanced Structured Materials. – Springer International Publishing AG, part of Springer Nature; F. dell’Isola et al. (eds.), 2018. – Vol. 87. – 369 p. – P. 35 – 42.

Kvitka S., Starushenko G., Koval V., Deforzh H., Prokopenko O. Marketing of Ukrainian higher educational institutions representation based on modeling of Webometrics Ranking. – Marketing and Management of Innovations, – Is. 3. – P. 60 – 72.

Andrianov I., Starushenko G., Kvitka S., Khajiyeva L. The Verhulst-Like Equations: Integrable OΔE and ODE with Chaotic Behavior. – Symmetry, – Vol. 11. – Is. 12. – 1446. – 15 p.

Kalamkarov A., Andrianov I., Starushenko G. Refinement of the Maxwell formula for fiber-reinforced composites. – Journal of Multiscale Modelling, 2020. – 11. – No. 1. – P.1950001-1 – 1950001-33.

Andrianov I. V., Awrejcewicz J., Starushenko G. A., Gabrinets V. A. Refinement of the Maxwell formula for composite reinforced by circular cross-section fibers. Part I: using the Schwarz alternating method. – Acta Mechanica, 2020. – 231. – Is. 12. – P. 4971 – 4990.

Andrianov I. V., Awrejcewicz J., Starushenko G. A., Gabrinets V. A. Refinement of the Maxwell formula for composite reinforced by circular cross-section fibers. Part II: using Padé approximants. – Acta Mechanica, 2020. – 231. – Is. 12. – P. 5145 – 5157.

AndrianovI., Koblik S., StarushenkoG.Transition from discrete to continuous media: the impact of symmetry changes on asymptotic behavior of waves. – Symmetry, 2021. – Vol. 13. – Is. 6. – 1008. – 15 p.