activity
20152021
most citedIncreasing paths in edge-ordered graphs: the hypercube and random graphs

4 citations · 5 across the 3 of their papers we have counts for

collaborators

8 papers

math.CO20211 cited

Transversal -factors in subgraphs of the balanced blow-up of

Beka Ergemlidze, Theodore Molla

For a subgraph of the blow-up of a graph , we let be the smallest minimum degree over all of the bipartite subgraphs of induced by pairs of parts that correspon…

math.CO2019

On Even Rainbow or Nontriangular Directed Cycles

Andrzej Czygrinow, Theodore Molla, Brendan Nagle +1

Let be an -vertex edge-colored graph. In 2013, H. Li proved that if every vertex is incident to at least distinctly colored edges, then admi…

math.CO2019

On Odd Rainbow Cycles in Edge-Colored Graphs

Andrzej Czygrinow, Theodore Molla, Brendan Nagle +1

Let be an -vertex edge-colored graph. In 2013, H. Li proved that if every vertex is incident to at least distinctly colored edges, then admi…

math.CO2019

Transitive tournament tilings in oriented graphs with large minimum total degree

Louis DeBiasio, Allan Lo, Theodore Molla +1

Let be the transitive tournament on vertices. We show that every oriented graph on vertices with minimum total degree can be partitioned into…

math.CO2018

Cyclic triangle factors in regular tournaments

Lina Li, Theodore Molla

Both Cuckler and Yuster independently conjectured that when is an odd positive multiple of every regular tournament on vertices contains a collection of vertex-di…

math.CO2017

Long rainbow cycles and Hamiltonian cycles using many colors in properly edge-colored complete graphs

Jozsef Balogh, Theodore Molla

We prove two results regarding cycles in properly edge-colored graphs. First, we make a small improvement to the recent breakthrough work of Alon, Pokrovskiy and Sudakov who showed…