most citedOnion De Bruijn Sequences: Fixed-Window Counting by Growing the Alphabet

3 citations · 3 across the 4 of their papers we have counts for

collaborators

7 papers

math.AG2026

The fundamental group of surfaces parametrizing cuboids

Benjamin Enriquez, David Jarossay, Francesco Maria Saettone +1

We prove that an irreducible projective complete intersection of dimension at least two with isolated singularities has trivial fundamental group. As an application, the surface $Î…

math.AG2026

Bounds on the F-Pure Threshold of Isolated Hypersurface Singularities

Yotam Svoray

In this note, we obtain bounds for the -pure threshold of isolated hypersurface singularities over an algebraically closed field of positive characteristic in terms of classical…

cs.DM20263 cited

Onion De Bruijn Sequences: Fixed-Window Counting by Growing the Alphabet

Dor Genosar, Yotam Svoray, Gera Weiss

We study a fixed-window counting system in which integers are represented by words of constant length while the alphabet grows as needed. This viewpoint arises from De Bruijn seque…

math.AC2026

Detecting and Quantifying Isolated Singularities over Discrete Valuation Rings

Yotam Svoray

This paper develops a theory of isolated hypersurface singularities in mixed characteristic , focusing on quotient rings over a Discrete Valuation Ring (DVR). We introduce a…

math.AC2026

The Milnor Number of One Dimensional Local Rings

Yotam Svoray

In this paper we present an analogue of the Milnor number for one dimensional local ring, and we show that it satisfies analogous properties to those of the Milnor number of plane…

math.AC2025

ADE Classification of Hypersurface Singularities over Local Rings

Yotam Svoray

In this paper we present an ADE-type classification of hypersurfaces of complete regular local rings based on their Cohen-Macaulay type. In order to preform this classification, we…