🌈 Hanna (Anna) Veselovska
Dr. Hanna (Anna) Veselovska
E-mail: hanna.veselovska@tum.de
I am a Postdoctoral Fellow in the research group of Felix Krahmer at the Faculty of Mathematics, Technical University of Munich.
Prior to TUM, I was a postdoctoral researcher at the Technical University of Braunschweig and a DAAD fellow at the University of Lübeck. I graduated as a Mathematics PhD student in Anatoly Holub’ research group at the Institute of Mathematics of NASU.
My research focuses on Phase Retrieval, Super-Resolution and Sigma-Delta Modulation.
Publications
- Krahmer, F., Veselovska, A.: Enhanced Digital Halftoning via Weighted Sigma-Delta Modulation. (2022) arXiv preprint arXiv:2202.04986.
- Filbir F., Schröder K., Veselovska A.:Super-Resolution on the Two-Dimensional Unit Sphere. (2021) Preprint.
- Prestin, J., Veselovska, H.: Prony-type polynomials and their common zeros. Frontiers in Applied Mathematics and Statistics (May 2020), 6, 16.
- Veselovska, H., Holub, A.: Existence Theorems for Multidimensional Generalized Moment Representations. Ukr. Math. J., Vol. 69, No. 4, (2017) p. 534-545.
- Veselovska, H., Holub, A.: Rational Pad ́e Type Approximantions for One Class of Two-dimensional Power Series. Mathematical Problems of Mechanics and Computational Mathematics. Collection of Papers of the Institute of Mathematics, NAS of Ukraine. 14 (2017), no. 1, 61-81.
- Veselovska, H. Pad ́e Type Approximantions for Some Special Series of Two Variables. Mathematical Problems of Mechanics and Computational Mathematics. Collection of Papers of the Institute of Mathematics, NAS of Ukraine. 13 (2016), no. 3, 47-68.
- Veselovska, H., Holub, A.: Pad ́e Type Approximants for Some Special Series of Two Variables. Theory of Approximation of Functions and Related Questions. Collection of Papers of the Institute of Mathematics, NAS of Ukraine. 12 (2015), no. 4, 92-110.
- Veselovska, H., Holub, A.: Two-dimensional Pad ́e Type Approximants for Some Special Series of Two Variables. Theory of Approximation of Functions and Related Questions. Collection of Papers of the Institute of Mathematics, NAS of Ukraine. 11 (2015), no. 4, 75-84.
- Veselovska, H., Holub, A.: Two-dimensional Pad ́e Type Approximants for Some Analytic Functions of Two Variables. Theory of Approximation of Functions and Related Questions. Collection of Papers of the Institute of Mathematic, NAS of Ukraine. 11 (2014), no. 3, 71-77.
Conferences
- Veselovska H. M. On Stability of the Method of Prony-Type Polynomials. // Final AMMODIT Conference - Mathematics for Life Sciences- Abstracts ( Kyiv, Ukraine, March 18-22, 2019). Abstracts ( Kyiv, Ukraine, March 18-22, 2019). -- P. 22-23.
- Veselovska H., Holub A. Padé type approximants and the method of multidimensional generalized moment representations. // The 9th International Conference on Curves and Surfaces Abstracts (Arcachon, France, June 28-July 4, 2018)
- Veselovska H., Prestin J. A parameter estimation of multivariate exponential sums // 4th AMMODIT Conference: Abstracts (Malekhiv (Lviv region), Ukraine, March 19-23, 2018). - P. 21.
- Veselovska H. Pad ́e type approximations for some hypergeometric series of two variables // Mathematical Optics, Image Modelling and Algorithms: Abstracts (Hanover, Germany, June 20 – 23, 2016)..
- Veselovska H. Pad ́e type approximations for some analytic functions of two variables // The conference of young scientists -Pidstryhach Readings – 2016-: Abstracts (Lviv, May 25 – 27, 2016).
- Veselovska H., Holub A. Pad ́e type approximants for special power series of two variables // Third AMMODIT Conference -Mathematics for Life Sciences-: Abstracts (Rivne, Ukraine, September 15 – 19, 2015). -- Kyiv: Institute of Mathematics of NAS of Ukraine, 2015. — P. 16.
Teaching
Technical University of Munich
Winter Term 2021⁄22
Random Matrix Theory
- L: Tue 14:15 - 15:45, Prof. Dr. F. Krahmer
- T: Wed 12:15 - 13:45, Thu 08:30 - 10:00
Technical University of Braunschweig
Winter Term 2020⁄21
Wiederholungskurs Ingenieurmathematik B [ONLINE COURSE]
- GÜ: mittwochs, Start: 28.10.20
- KÜ: montags – mittwochs zur unterschiedlichen Zeiten
Ordinary differential equations [ONLINE COURSE]
- L: Tue 8:00 - 9:30, staring on 28.10.20, Prof. Dr. D.Langemann
- T: Fri 11:30 - 13:00, staring on 23.10.20
Partial differential equations [ONLINE COURSE]
- L: Tue 9:45 - 11:15, staring on 27.10.20, Prof. Dr. D.Langemann
- T: Fri 15:00 - 16:30, staring on 23.10.20
Summer Term 2020
Wiederholungskurs Ingenieurmathematik A [ONLINE COURSE]
- GÜ: mittwochs, Start: 29.04.20
- KÜ: montags – mittwochs zur unterschiedlichen Zeiten
Numerical Methods for Differential Equations [ONLINE COURSE]
- Lecture: Monday, staring on 20.04.20, Prof. Dr. T.Sonar
- Tutorial: Tuesday, staring on 28.04.20
Further information about the courses in Stud.IP
Exams in Summer Term 2020
- Numerical Methods for Differential Equations: Saturday, Aug. 01, 09:00-12:30, rooms PK 2.1, PK 2.2
- Ordinary differential equations: Tuesday, Sep. 08, 09:00-12:30, room PK 2.1
- Partial differential equations: Thursday, Sep. 10, 09:00-12:30, room PK 2.1
Winter Term 2019-2020
Wiederholungskurs Ingenieurmathematik B
- GÜ: mittwochs, 16:45 - 18:15 Uhr, Raum PK 2.1
- KÜ: montags – mittwochs zur unterschiedlichen Zeiten
Ordinary differential equations
- L: Tue 8:00 - 9:30, MS 3.3, Prof. Dr. D.Langemann
- T: Fri 11:30 - 13:00, PK 4.7
Partial differential equations
- L: Tue 9:45 - 11:15, MS 3.3, Prof. Dr. D.Langemann
- T: Fri 15:00 - 16:30, PK 3.3
Exams in Winter Term 2019-2020
- Ordinary differential equations: Thursday, Feb. 20, 10:30-12:00, room PK 2.2
- Partial differential equations: Tuesday, Feb. 25, 8:00-09:30, room PK 2.2
- Advanced Methods for ODEs and DAEs (ODE II): Monday, Feb. 24, at 8:00, room 418 (Forumsgebäude)
- Numerical Methods for PDEs (PDE II): Monday, Feb. 24, at 12:30, room 418 (Forumsgebäude)