Ajani De Vas Gunasekara

collaborators

3 papers

math.CO2026

Chain--collider--fork Decompositions of Transitive Tournament

Ajani De Vas Gunasekara

A transitive tournament is an acyclic orientation of a complete graph. We study decompositions and packings of the transitive tournament $TT_n$ into connected two-arc motifs. The…

math.HO2025

Poetry of Repetition: Constructing Verse through Combinatorial Design Theory

Ajani De Vas Gunasekara, Miriam Wei Wei Lo

This paper investigates the connections between combinatorial design theory and the creation of new forms of poetry through a specific combinatorial structure called Steiner triple…

math.CO2025

Completing partial $k$ -star designs

Ajani De Vas Gunasekara, Daniel Horsley

A $k$ -star is a complete bipartite graph $K_{1, k}$ . A partial $k$ -star design of order $n$ is a pair $(V, A)$ where $V$ is a set of $n$ vertices and $A$ is a set…

Chain--collider--fork Decompositions of Transitive Tournament

Poetry of Repetition: Constructing Verse through Combinatorial Design Theory

Completing partial k-star designs

Completing partial $k$ -star designs