activity
20202026
most citedVisibility Properties of Spiral Sets

2 citations · 2 across the 6 of their papers we have counts for

collaborators

8 papers

math.CO2026

Clean handshake sequences

John Byrne, Colby Sherwood, Ioannis Tsokanos +1

After a basketball game, each of the players on Team A must shake hands with each of the players on Team B. What is the minimum number of (reversible, ambidextrous) gloves…

math.DG2026

Anomaly Flow II: Estimates and Long-time Existence for the Coupled Flow

Caleb Suan

In this follow-up to \cite{Sua25}, we extend the results to the coupled anomaly flow which incorporates the evolution of a Hermitian metric on a holomorphic vector bundle over a co…

math.DS2026

On Generalized Hyperbolicity, Stability, and Shadowing for Linear Operators

Ali Messaoudi, José Tofanin Neto, Manuel Saavedra +1

This work studies the relations between shadowing, topological stability, Lipschitz structural stability, and pseudo-hyperbolicity for linear dynamical systems on Banach spaces. Th…

math.PR2024

Randomisation in the Josephus Problem

Faustin Adiceam, Steven Robertson, Victor Shirandami +1

The Josephus problem is a well--studied elimination problem consisting in determining the position of the survivor after repeated applications of a deterministic rule removing one…

math.NT2021

Danzer's Problem, Effective Constructions of Dense Forests and Digital Sequences

Ioannis Tsokanos

A 1965 problem due to Danzer asks whether there exists a set in Euclidean space with finite density intersecting any convex body of volume one. A recent approach to this problem is…

math.NT2021★ 2 cited

Visibility Properties of Spiral Sets

Faustin Adiceam, Ioannis Tsokanos

A spiral in is defined as a set of the form where is a sph…

math.NT2021

Density of Oscillating Sequences in the Real Line

Ioannis Tsokanos

In this paper we study the density in the real line of oscillating sequences of the form where is a positive increasing function and…

math.NT2020

Higher Dimensional Spiral Delone Sets

Faustin Adiceam, Ioannis Tsokanos

A Delone set in is a set such that (a) the distance between any two of its points is uniformly bounded below by a strictly positive constant and such that (b) the di…