collaborators

8 papers

math.CO2026

The Structure of Cycles in Projective Geometry over

Ran J. Tessler, Elad Tzalik

A classical geometric result says that every nonzero cycle of the mod- incidence map from -subsets to -subsets of has support at least , with equality attai…

math.PR2026

Spectral Analysis of Word Statistics

Chaim Even-Zohar, Tsviqa Lakrec, Ran J. Tessler

Given a random text over a finite alphabet, we study the frequencies at which fixed-length words occur as subsequences. As the data size grows, the joint distribution of word count…

math.AG2026

Open enumerative geometries for Landau-Ginzburg models

Mark Gross, Tyler L. Kelly, Ran J. Tessler

We survey the recent progress in defining open enumerative theories for Landau-Ginzburg models. We illustrate the ideas required to develop these new foundations. In particular, we…

math.AG2026

The point insertion technique and open -spin theories I: moduli and orientation

Ran J. Tessler, Yizhen Zhao

The papers [3,1,4,10] constructed an intersection theory on the moduli space of -spin disks, and proved it satisfies mirror symmetry and relations with integrable hierarchies. T…

math.AG2026

Open -spin theory in genus one, and the Gelfand-Dikii wave function

Ran J. Tessler, Yizhen Zhao

We construct the sector of the open -spin theory, that is, an open -spin theory on the moduli space of cylinders. This is the second construction of a open inters…

cs.CG2025

Error Resilient Space Partitioning

Orr Dunkelman, Zeev Geyzel, Chaya Keller +4

A major research area in discrete geometry is to consider the best way to partition the -dimensional Euclidean space under various quality criteria. In this paper…