Eftekharinasab Kaveh
Education
2011 P.hD. in Mathematics, Institute of Mathematics of NASU
2007 MSc in Mathematics, Taras Shevchenko Kyiv National University
2007 MSc in Mathematics, Taras Shevchenko Kyiv National University
Research interests
Infinite dimensional geometry, in particular Fréchet geometry, Critical point theory in infinite dimensional spaces.
Experience
11.2021- present, Senior researcher, Institute of Mathematics of NASU, Kyiv, Ukraine.
11.2020- present, Associate professor, National Aviation University, Kyiv, Ukraine.
09.2020- 11.2021, Researcher, Institute of Mathematics of NASU, Kyiv, Ukraine.
09.2018- 09.2020, Doctor of Science Candidate, Institute of Mathematics of NASU, Kyiv, Ukraine.
09.2018- 11.2020, Assistant Professor, National Aviation University, Kyiv, Ukraine
06.2018-09.2018, Junior Researcher, Institute of Mathematics of NASU, Kyiv, Ukraine.
11.2020- present, Associate professor, National Aviation University, Kyiv, Ukraine.
09.2020- 11.2021, Researcher, Institute of Mathematics of NASU, Kyiv, Ukraine.
09.2018- 09.2020, Doctor of Science Candidate, Institute of Mathematics of NASU, Kyiv, Ukraine.
09.2018- 11.2020, Assistant Professor, National Aviation University, Kyiv, Ukraine
06.2018-09.2018, Junior Researcher, Institute of Mathematics of NASU, Kyiv, Ukraine.
Talks on conferences
1. Some Critical Theorems for Fréchet Manifolds, Short Communications Satellite Alongside the Virtual International Congress of Mathematicians, July, 6-14, 2022,
https://www.scs-math.org/communications.
2. Some Critical Theorems for Fréchet Manifolds, Intentional Conference "Algebraic and geometric Methods of Analysis", Odesa, Ukraine, May 24-27, 2022 (p.14 in the book abstracts).
3. Some Applications of Transversality for Infinite Dimensional Manifolds, Intentional Conference "Algebraic and Geometric Methods of Analysis", Odesa, Ukraine, May 25-28, 20(p.33 in the book of abstracts).
4. On Generalization of the Hadamard-Lévy Theorem, International conference of young mathematicians, Kyiv, Ukraine, June 3-5, 2021 (p.21 in the book of abstracts).
5. Lusternik-Schnirelmann Theorem for C 1-Functions on Fŕechet Spaces, International conference "Morse theory and its applications", Kyiv, Ukraine, Sep. 25-28, 2019 (p.7 in the book of abstracts).
6. Finslerian Geodesic on Fŕechet Manifolds, International conference of young mathematicians, Kyiv, Ukraine, June 6-8, 2019 (p.80 in the book of abstracts).
7. On the Generalization of the Darboux Theorem, International conference "Algebraic and geometric Methods of Analysis", Odesa, Ukraine, May 28 - June 3, 2019, (p.19 in the book of abstracts).
8. A Global Diffeomorphism Theorem in Fŕechet Spaces, International conference ”Topological methods in dynamics and related topics”, Nizhni Novgorod, Russia, Jan. 2019 (pp.668 in the book of abstracts).
9. On the Existence of Global Diffeomorphisms Between Fŕechet Spaces, International conference "Algebraic and Geometric Methods of Analysis", Odesa, Ukraine, May 30-June 2018, (p.18 in the book of abstracts).
10. A Simple Proof of the Short Time Existence and Uniqueness of Ricci Flow, Internationconference "Geometry and Topology in Odesa 2016", Odesa, Ukraine, June 19-21, 2016 (p.in the book of abstracts).
11. A Generalised Palais-Smale Condition in Fŕechet Spaces Setting, International conference of young mathematicians, Kyiv, Ukraine, June 3-6, 2015.
12. Fŕechet Lie Algebroids and Their Cohomologies, International conference "Geometry in Odesa–2015", Odesa, Ukraine, May 22-26, 2015, (p.42 in the book of abstracts).
13. Geometry of Bounded Fréchet Manifolds, International conference "Geometry in Odesa-2013", Odesa, Ukraine, May 27- June 1, 2013, (p.101 in the book of abstracts).
14. Sard’s theorem for mappings between Fréchet manifolds, International conference "Geometry in Odesa–2010" Odesa, Ukraine, May 24-29, 2010, (p.78 in the book of abstract.
15. Sard’s theorem for mappings between Fréchet manifolds, International conference "Mathematics and Life Sciences: Possibilities, Interlacements, and Limits", Kyiv, Ukraine, Augu5-8, 2010.
16. Curvature forms and Curvature functions for 2-manifold with boundary, Ukrainian mathematical congress, Kyiv, Ukraine, August 27-29, 2009,
https://www.imath.kiev.ua/ congress2009/Abstracts/Kaveh.pdf.
https://www.scs-math.org/communications.
2. Some Critical Theorems for Fréchet Manifolds, Intentional Conference "Algebraic and geometric Methods of Analysis", Odesa, Ukraine, May 24-27, 2022 (p.14 in the book abstracts).
3. Some Applications of Transversality for Infinite Dimensional Manifolds, Intentional Conference "Algebraic and Geometric Methods of Analysis", Odesa, Ukraine, May 25-28, 20(p.33 in the book of abstracts).
4. On Generalization of the Hadamard-Lévy Theorem, International conference of young mathematicians, Kyiv, Ukraine, June 3-5, 2021 (p.21 in the book of abstracts).
5. Lusternik-Schnirelmann Theorem for C 1-Functions on Fŕechet Spaces, International conference "Morse theory and its applications", Kyiv, Ukraine, Sep. 25-28, 2019 (p.7 in the book of abstracts).
6. Finslerian Geodesic on Fŕechet Manifolds, International conference of young mathematicians, Kyiv, Ukraine, June 6-8, 2019 (p.80 in the book of abstracts).
7. On the Generalization of the Darboux Theorem, International conference "Algebraic and geometric Methods of Analysis", Odesa, Ukraine, May 28 - June 3, 2019, (p.19 in the book of abstracts).
8. A Global Diffeomorphism Theorem in Fŕechet Spaces, International conference ”Topological methods in dynamics and related topics”, Nizhni Novgorod, Russia, Jan. 2019 (pp.668 in the book of abstracts).
9. On the Existence of Global Diffeomorphisms Between Fŕechet Spaces, International conference "Algebraic and Geometric Methods of Analysis", Odesa, Ukraine, May 30-June 2018, (p.18 in the book of abstracts).
10. A Simple Proof of the Short Time Existence and Uniqueness of Ricci Flow, Internationconference "Geometry and Topology in Odesa 2016", Odesa, Ukraine, June 19-21, 2016 (p.in the book of abstracts).
11. A Generalised Palais-Smale Condition in Fŕechet Spaces Setting, International conference of young mathematicians, Kyiv, Ukraine, June 3-6, 2015.
12. Fŕechet Lie Algebroids and Their Cohomologies, International conference "Geometry in Odesa–2015", Odesa, Ukraine, May 22-26, 2015, (p.42 in the book of abstracts).
13. Geometry of Bounded Fréchet Manifolds, International conference "Geometry in Odesa-2013", Odesa, Ukraine, May 27- June 1, 2013, (p.101 in the book of abstracts).
14. Sard’s theorem for mappings between Fréchet manifolds, International conference "Geometry in Odesa–2010" Odesa, Ukraine, May 24-29, 2010, (p.78 in the book of abstract.
15. Sard’s theorem for mappings between Fréchet manifolds, International conference "Mathematics and Life Sciences: Possibilities, Interlacements, and Limits", Kyiv, Ukraine, Augu5-8, 2010.
16. Curvature forms and Curvature functions for 2-manifold with boundary, Ukrainian mathematical congress, Kyiv, Ukraine, August 27-29, 2009,
https://www.imath.kiev.ua/ congress2009/Abstracts/Kaveh.pdf.