Iulia Buda
(this webpage is no longer updated)
Current position:
Assistant researcher at Tiberiu Popoviciu Institute of Numerical Analysis (ICTP)
Current research domains:
- numerical analysis, approximation theory
- numerical modeling
Personal Data
Date and place of birth: Cluj-Napoca, 1997
Civil status: Married
E-mail: iulia.buda[at]ictp.acad.ro
Education and degrees
2023-present: Ph.D. Student in Mathematics, Numerical Analysis, Scientific advisor: Assoc. prof. dr. habil. Teodora Cătinaș
2019-2021: Master Degree in Didactic Mathematics, Babeş-Bolyai University, Cluj-Napoca
2016-2019: Bachelor Degree in Mathematics and Computer Science, Babeş-Bolyai University, Cluj-Napoca
2012-2016: Tiberiu Popoviciu High School of Computer Science, Cluj-Napoca
Employment history
2022-present: Research Assistant at ICTP
2019: Mathematics Teacher at Liviu Rebreanu School, Cluj-Napoca
Talks at conferences
- International Student Conference StudMath-IT (15-16.11.2018), Arad, “Ptolemaic and Copernican Models and Saturn’s Observed Motion”.
Participations at conferences
- Numerical Analysis, Numerical Modeling, Approximation Theory (NA-NM-AT) (6-9.11.2023), Cluj-Napoca, Romania (Zilele Academice Clujene);
- Numerical Analysis, Numerical Modeling, Approximation Theory (NA-NM-AT) (26-28.10.2022), Cluj-Napoca, Romania (Zilele Academice Clujene).
Research seminars
Research seminar in Numerical Analysis, “Tiberiu Popoviciu” Institute of Numerical Analysis, Romanian Academy, Cluj-Napoca, Romania, on the following topics:
- 9 November 2022: “Eigenvectors and Eigenvalues”;
- 14 December 2022: “Matrix Pseudospectra, Powers and Exponentials”;
- 25 January 2023: “Singular Value Decomposition”.
Awards
- First Prize – Mathematics at International Student Conference StudMath-IT (15-16.11.2018), Arad, for the paper “Ptolemaic and Copernican Models and Saturn’s Observed Motion”.
Computer experience
- Operating systems: Windows, Linux.
- Programming languages: Matlab, Julia, C/C++, Java, Python.
- Word-processing languages: LaTeX.
Languages
- English;
- French.
- T. Cătinaş, I. Buda, An extension of the Cheney-Sharma operator of the first kind, J. Numer. Anal. Approx. Theory, 52 (2023) no. 2, pp. 172-181, https://doi.org/10.33993/jnaat522-1373.
- I.D. Mircescu, Ptolemaic and Copernican Models and Saturn’s Observed Motion, Proceedings of the International Student Conference StudMath-IT, No. 1 Second Edition, 2018, ISSN 2602-1579, pp. 65-71.