Affiliation of Author, Researcher, or Creator
Marlboro Institute of Liberal Arts and Interdisciplinary Studies
Department
Marlboro Institute for Liberal Arts and Interdisciplinary Studies
Author(s)
Onur Agirseven and M. A. Ollis
Resource Type
Article
Publication Date
2025
Brief Description
The Buratti-Horak Rosa Conjecture is a problem in graph theory asking when we can find a Hamiltonian path in the complete graph that has various properties to do with edge lengths. In this paper, we use constructive methods to show that the conjecture is true for various parameter sets where it was previously unknown.
Keywords
Buratti-Horak-Rosa Conjecture, combinatorics, graph theory, mathematics
Recommended Citation
O. Agirseven and M. A. Ollis, Construction Techniques for Linear Realizations of Multisets with Small Support, preprint arXiv:2502.00164
Preferred Citation Style
Other
Creative Commons License
This work is licensed under a Creative Commons Attribution-NonCommercial-Share Alike 4.0 International License.
License Agreement
1