Virgélot Virgile

Mathematician | Researcher

Virgélot Virgile

About Me

I recently completed my Ph.D. in the Department of Mathematics and Statistics at the University of Victoria (Victoria, British Colombia, Canada) under the co-supervision of Dr. Gary MacGillivray and Dr. Kieka Mynhardt.

Before that, I earned my M.Sc. degree from the Department of Mathematics and Statistics at the Université de Montréal (Montreal, Quebec, Canada) under the co-supervision of Dr. Geňa Hahn and Dr. Benjamin D. Seamone.

I completed my B.Sc. degree in the Department of Applied Mathematics at National Chiao Tung University (Hsinchu City, Taiwan), which is now known as National Yang Ming Chiao Tung University.

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Research Interests

My research interests lie in discrete mathematics, specifically in graph theory and its applications.

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Publications

Here is a list of my publications (starting with the most recent in each section).

Preprints
#PaperPreprintPublication
1A Study of Cops and Robbers in Oriented Graphs (with F. Devvrit, N. Komarov, A. Krim-Yee, N. Kumar, B. Seamone and A. Xu).arXiv
Journal Papers
#PaperPreprintPublication
1Fractional Eternal Domination: Securely Distributing Resources across a Network (with F. Devvrit, A. Krim-Yee, N. Kumar, G. MacGillivray, B. Seamone and A. Xu). Discussiones Mathematicae Graph Theory.arXivDMGT
2Eternal Domination and Clique Covering (with G. MacGillivray and C. M. Mynhardt). Electronic Journal of Graph Theory and Applications.arXivEJGTA
3A Method for Eternally Dominating Strong Grids (with A. Gagnon, A. Hassler, J. Huang, A. Krim-Yee, F. McInerney, A. Zacarías and B. Seamone). Discrete Mathematics and Theoretical Computer Science (DMTCS).arXivDMTCS
4Eternal Domination on Prisms of Graphs (with A. Krim-Yee and B. Seamone). Discrete Applied Mathematics.arXivDAM
Theses
#TitleYearPublication
1Mobile Guards' Strategies for Graph Surveillance and Protection, PhD Dissertation, University of Victoria2024UVic
2Domination éternelle dans les graphes, Master's Thesis, Université de Montréal2019UdeM
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Contact Me

If you are interested in discussing research ideas, collaboration opportunities, or any mathematically fascinating topics, feel free to reach out here.