| First Authors | Amer Goel |
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| Authors | Amer Goel, Aida Maraj, Alvaro Ribot |
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| Last Authors | Alvaro Ribot |
| Journal Name | ArXiv (ArXiv) |
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| Article Number | arXiv:2502.21204 |
| Open Access | true |
| Print Publication Date | |
| Online Publication Date | 2025-02-28 |
| Abstract | Given a tree , its path polytope is the convex hull of the edge indicator vectors for the paths between any two distinct leaves in . These polytopes arise naturally in polyhedral geometry and applications, such as phylogenetics, tropical geometry, and algebraic statistics. We provide a minimal halfspace representation of these polytopes. The construction is made inductively using toric fiber products. |
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| Affiliated With | Maraj |
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| Publication Status | Published |
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| Alternative Full Text URL | https://doi.org/10.48550/arXiv.2502.21204 |
| Display Publisher Download Only | false |
| Visible On MPI-CBG Website | true |
| PDF Downloadable | true |
| Created By | thuem |
| Added Date | 2026-01-02 |
| Last Edited By | thuem |
| Last Edited Date | 2026-01-02 12:48:06.391 |
| Library ID | 9107 |
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| Entry Complete | true |
| eDoc Compliant | false |
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