Ganna Zhuravska studied mathematics at the Kyiv National University of Taras Shevchenko, Faculty of Mechanics and Mathematics in 1994-1999.
She prepared her PhD at the Institute of Mathematics of the National Academy of Sciences of Ukraine, under the supervision of Doctor of Physics and Mathematics, Professor, Academician of the National Academy of Sciences of Ukraine Skripnik Igor Volodimirovich.
In 2006 she obtained the PhD (Cand.Sci) in Differential Equations (01.01.02).
Thesis “Uniform approximation of solutions of nonlinear boundary problems in perforated domains”
Since 2002 works at The National Technical University of Ukraine “Igor Sikorsky Kyiv Polytechnic Institute”, first as an assistant of Mathematical Physics Department and now as an associate professor.
Teaching activity
Higher mathematics, Mathematical Physics, Methods of Solving of Boundary Problems, Linear Algebra
The field of scientific interests
Boundary problems for quasilinear and nonlinear elliptic and parabolic partial differential equations in perforated domains.
Main Publications
- Журавская А.В. Поточечная оценка градиента нелинейной параболической задачи. // Праці Інституту математики НАНУ. Математика та її застосування., 36, – 2001, – c.103-110.
- Скрыпник И.В., Журавская А.В. Равномерная апроксимация решений параболических задач в перфорированных областях. // Нелинейные граничные задачи, –2003, – №. 13, – c.149-164.,
- Скрыпник И.В., Журавская А.В. Равномерная апроксимация решений нелинейных параболических задач в перфорированных областях. // Труды ИПММ НАН Украины, – 2003, –Т.8, – c.142-146.,
- Скрыпник И.В., Журавская А.В. Равномерная апроксимация решений нелинейных параболических задач в перфорированных областях. // Український математичний журнал, – 2004, –Т.56, – № 9, – c.1244-1258.
- Скрипник І.В., Журавська Г. В Рівномірне наближення розв’язків нелінійних задач в перфорованих областях при поверхневому розподілі неоднорідностей. – Київ, 2005.– 56 с.– (Препр. / НАН України. Ін-т математики; 2005.4)
- I. V. Skrypnik, A. V. Zhuravskaya Uniform approximation of solutions of nonlinear parabolic problems in perforated domains. // Ukrainian Mathematical Journal – 9-2004, – Volume 56, – Issue 9, – pp 1481-1498.
- Журавська Г. В. Нелинейные параболические задачи в перфорированных областях. // Современная математика и ее приложения, – Тбилиси, 2008.– Т. 53, Суздаль-2006, Часть 1, – c.104-108. A. V. Zhuravskaya Nonlinear parabolic problems in perforated domains. // Journal of Mathematical Sciences, – March 2009, – Volume 157, – Issue 3, – pp 491-495.
Teaching Process
Programs of Courses and Manuals For Applied Mechanics Students
Higher Mathematics
CURRICULUM OF DISCIPLINE
SYLLABUS OF THE CREDIT MODULE
HIGHER MATHEMATICS 1.
SYLLABUS OF THE CREDIT MODULE
HIGHER MATHEMATICS 2.
Manuals
1. Zhuravska, G. V. Higher Mathematics. Integral Calculus of a Function of One Variable. Elements of Theory [Electronic resource] / Igor Sikorsky Kyiv Polytechnic Institute ; Comp. G. V. Zhuravska. – Electronic text data (1 file: 1,31 Mb). – Кyiv : Igor Sikorsky Kyiv Polytechnic Institute, 2019. – 68 p.
https://ela.kpi.ua/handle/123456789/27854
2. Zhuravska, G. V. Higher Mathematics. Integral Calculus of a Function of One Variable. Elements of Theory [Electronic resource] / Igor Sikorsky Kyiv Polytechnic Institute ; Comp. G. V. Zhuravska. – Electronic text data (1 file: 1,31 Mb). – Кyiv : Igor Sikorsky Kyiv Polytechnic Institute, 2019. – 68 p.