B. Verkin ILTPE of the National Academy of Sciences of Ukraine

Department of differential equations and geometry

Sukhorebska Darya

Date of birth:
September 1, 1996

Education:
November 2019 – present: B.Verkin Institute for Low Temperature Physics and Engineering of the National Academy of Sciences of Ukraine. PhD program in the field of study 111 “Mathematics”.
September 2017 – May 2019: V.N. Karazin Kharkiv National University, School of Mathematics and Computer Science. Degree: MSc in “Mathematics” (with honors).
September 2013 – May 2017: V.N. Karazin Kharkiv National University, School of Mathematics and Computer Science (former School of Mechanics and Mathematics), Department of Applied Mathematics (former Geometry Department). Degree: BSc in “Applied mathematics” (with honors).
September 2002 – May 2013: M. V. Lomonosov gymnasium ¹46, Kharkiv, Ukraine (graduate with distinction (gold medal)).

Scientific appointments:
Ingeneer, Department of differential equations and geometry, B. Verkin Institute for Low Temperature Physics and Engineering, Kharkiv, 2018 - 2019

Research interests:
Polyhedra in spaces ofconstant curvature

Publication:

  1. Alexander A. Borisenko, Darya D. Sukhorebska “Simple closed geodesics on regular tetrahedra in spherical space”, SB MATH, 2021, 212, DOI:10.1070/SM9433 
  2. Alexander A. Borisenko, Darya D. Sukhorebska “Simple closed geodesics on regular tetrahedra in Lobachevsky space”, Sb. Math., 211:5 (2020), 617–642. http://dx.doi.org/10.1070/SM9212
  3.  Sukhorebska D.D. “Necessary condition for the existence of a simple closed geodesic on a regular tetrahedron in the spherical space”, Reports of NASU, 2020, ¹10, p. 9-14. https://doi.org/10.15407/dopovidi2020.10.009
  4. A.A. Borisenko, D.D. Sukhorebska “A classification of simple closed geodesics on regular tetrahedra in Lobachevsky space”, Dopov. Nac. akad. nauk Ukr. 2019, 4:3-9, (in Russian), https://doi.org/10.15407/dopovidi2019.04.003
  5. Sukhorebska, D. “Multidimensional Submanifolds With Metric of Revolution in Hyperbolic Space”. J. Math. Phys. Anal. Geom., 18 (2022), 269-285. https://doi.org/10.15407/mag18.02.269

 Preprint:

  1. Alexander A. Borisenko, Darya D. Sukhorebska “Simple closed geodesics on regular tetrahedra in Lobachevsky space”, 20 p. // https://arxiv.org/abs/1903.10777
  2. Alexander A. Borisenko, Darya D. Sukhorebska “Simple closed geodesics on regular tetrahedra in spherical space”, 23 p.  https://arxiv.org/abs/2101.07059

Conference abstracts:

  • Borisenko O. A. Sukhorebska D. D. “Closed geodesics on regular tetrahedra in hyperbolic space” Conference abstracts collection “Analysis and Mathematical Physics” Kharkiv, 2018, p.10.
  • Alexander A. Borisenko, Darya D. Sukhorebska “Complete classication of simple closed geodesics on regular tetrahedra in Lobachevsky space”. Abstract of the International Conference “Geometry, Differential Equations and Analysis” in memory of A.V. Pogorelov, Kharkiv, 2019, p. 16-17.
  • Alexander A. Borisenko, Darya D. Sukhorebska “Geodesics on regular tetrahedra in spherical space”, International scientific online conference «Algebraic and geometric methods of analysis», May 26-30, 2020, Odesa, Ukraine. p.13.

Grants and prizes:

  • Grant for participation at Lake Como School of Advanced Studies “Geometric Analysis on Riemannian and Singular Metric Measure Spaces (3rd edition)” (Como, Italy, 2019)
  • Prize of the National academy of sciences of Ukraine for young researchers and students (scientific advisor- corresponding member of the National academy of sciences of Ukraine, professor À.À. Borisenko), 2019.
  • First prize at All-Ukranian competition of students research papers with a paper entitled «Closed geodesics on right tetrahedra in the Lobachevski space» (scientific supervis - corresponding member of the National academy of sciences of Ukraine, professor À.À. Borisenko), 2018.
  • Grant of N.I. Akhiezer Fund, 2018, 2021.
  • Oberwolfach Workshop, Geometry. Germany, 2022

Travel Grants:

  • Summer School “Generalized Curvatures and Related Topics”, EPFL, Lausanne, Switzerland, 2018.
  • Lake Como School of Advanced Studies “Geometric Analysis on Riemannian and Singular Metric Measure Spaces (3rd edition)”, Como, Italy, 2019.
  • 8th European Congress of Mathematics (8ECM), Portorož, Slovenia, 2020 (online).
  • Young geometers meeting on Geometric Analysis and Differential Geometry, Copenhagen, Denmark, 2021 (online).
  • Workshop on Curvature and Global Shape, Muenster, Germany, 2021.

Contacts:
Address:  B. Verkin Institute for Low Temperature Physics and Engineering of NAS of Ukraine,, Nauka avenue 47, Kharkiv 61103, Ukraine
Tel.: (38-057) 330-85-84
E-mail: sukhorebska at ilt.kharkov.ua, suhdaria0109 at gmail.com