Dr. Yotam Svoray

Email: yotam {dot} svoray {at} mail {dot} huji {dot} ac {dot} il

I'm currently a post doc at the Hebrew University in Jerusalem, Israel. Before that I graduated with my Ph.D. in mathematics from the University of Utah, and I graduated with both my B.Sc. and my M.Sc. in mathematics from Ben Gurion University of the Negev.

Preprints and Publications: (Authors in all publications are listed in alphabetical order, unless my name appears in red)

• Svoray, Y. (2026). Bounds on the F-Pure Threshold of Isolated Hypersurface Singularities. arXiv:2606.04014. (Submitted).
• D. Genosar, Svoray, Y., Weiss, G. (2026). Onion De Bruijn Sequences: Fixed-Window Counting by Growing the Alphabet. arXiv:1906.06157. (Submitted)
• Svoray, Y. (2026). The Milnor Number of One Dimensional Local Rings. arXiv:2602.11519. (Submitted)
• Svoray, Y. (2025). Detecting and Quantifying Isolated Singularities over Discrete Valuation Rings. arXiv:2512.18506. (Submitted)
• Svoray, Y. (2025). ADE Classification of Hypersurface Singularities over Local Rings. arXiv:2509.15396. (Submitted)
• Salomon G., Svoray, Y., Yadin A. (2025). Completely Syndetic Sets in Discrete Groups. arXiv:2506.18784. (Submitted)
• Amram, G., Rubin, A., Svoray, Y., Weiss, G. (2025). De Bruijn Sequences: From Games to Shift-Rules to a Proof of the Fredricksen-Kessler-Maiorana Theorem. The Electronic Journal of Combinatorics: P3-11. (arXiv:1805.02405., journal)
• Godinger, T., Adar, Z., Svoray, Y., Bel, G., Arnon, S. (2025). Daily, Seasonal, and Flood-Dependent Dynamics of Water Quality in a Lowland Urban Stream in a Mediterranean Climate. Water Research, 124075. (journal)
• Enriquez, B., Jarossay, D., Saettone, F. M., Svoray, Y. (2024). On the Fundamental Groups of Surfaces Parametrizing Cuboids. arXiv:2310.12710. (Submitted)
• Svoray, Y. (2024). Invariants of Non-Isolated Singularities of Hypersurfaces. Journal of Pure and Applied Algebra, 107617. (arXiv:2307.04645., journal)
• Amram, G., Rubin, A., Svoray, Y., Weiss, G. (2023). A Cycle Joining Construction of the Prefer-Max De Bruijn Sequence. arXiv:2104.02999. (Submitted)
• Svoray, Y., Yekutieli, A. (2022). Ring of Bounded Continuous Functions. arXiv:2202.08334.
• Amram, G., Ashlagi, Y., Rubin, A., Svoray, Y., Schwartz, M., Weiss, G. (2019). An efficient shift rule for the Prefer-max De Bruijn sequence. Discrete Mathematics, 342(1), 226-232. (arXiv:1706.01106., journal)

האתר של אבי, טל סבוראי