Zeraoulia Rafik
| Zeraoulia Rafik | |
|---|---|
| Born | November 11, 1985 Yabous, Khenchela, Algeria |
| 🏳️ Nationality | Algerian |
| 💼 Occupation | |
| Known for | Zeraoulia sequences, Dynamical systems, Chaos and control theory |
| 🌐 Website | http://elearning.univ-dbkm.dz/ |
Zeraoulia Rafik (born November 11, 1985) is an Algerian mathematician whose research focuses on chaotic dynamics, number theory, special functions, and their applications to control theory and encryption. He is affiliated with the University of Khemis Miliana.
Career and research
Rafik earned a Master's degree in applied mathematics from the University of Batna 2 in 2021, where he received the national Best Master’s Thesis Award for his work on special functions in modern physics. He pursued a PhD in mathematical analysis and fractional dynamical systems at the Department of Mathematics and Computer Science at the University of Khemis Miliana. He also teaches mathematics at the Mourri Brothers High School in Batna.
His research interests include the intersection of chaos theory and number theory, particularly Landau–Siegel zeros, Montgomery’s pair correlation conjecture, and the Riemann Hypothesis. In 2024, he co-authored a paper in the European Physical Journal Plus on chaotic models derived from Dirichlet L-functions with applications in control theory.[1]
In 2025, Rafik was interviewed by the national broadcaster Radio Algérie about his approach to the Riemann Hypothesis using a dynamical systems framework.[2]
That same year, the Algerian news outlet Awras Press reported on his development of a new special function with applications in probability theory.[3]
Selected publications
- Rafik, Z., & Salas, A. H. (2024). "Chaotic dynamics and zero distribution: implications and applications in control theory for Yitang Zhang’s Landau Siegel zero theorem", European Physical Journal Plus, 139, 217. doi:10.1140/epjp/s13360-024-05000-w
- Rafik, Z., Salas, A. H., & Ayadi, S. (2025). "Chaotic Dynamics Derived from the Montgomery Conjecture: Application to Electrical Systems", in Dynamical Systems – Latest Developments and Applications (IntechOpen). doi:10.5772/intechopen.1010620
- Rafik, Z. (2024). "Derivation of chaotic dynamics from Montgomery conjecture and its interpretation as an electrical system". arXiv:2406.12863
- Rafik, Z. (2022). "Note on an open conjecture in rational dynamical systems", Journal of Numerical Mathematics and Stochastics
- Rafik, Z. (2018). "A New Special Function and Its Application in Probability", International Journal of Mathematics and Mathematical Sciences. doi:10.1155/2018/5146794
External links
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- ↑ Rafik, Z.; Salas, A. H. (2024). "Chaotic dynamics and zero distribution: implications and applications in control theory for Yitang Zhang's Landau Siegel zero theorem". European Physical Journal Plus. 139 (3). Bibcode:2024EPJP..139..217R. doi:10.1140/epjp/s13360-024-05000-w. Unknown parameter
|article-number=ignored (help) - ↑ "Interview: Zeraoulia Rafik on Riemann Hypothesis". Radio Algérie. 6 May 2024. Retrieved 2025-08-01.
- ↑ "أستاذ رياضيات اكتشف دالة جديدة فُقبل بحثه دولياً". Awras Press. 15 September 2019. Retrieved 2025-08-01.
