Jan 2, 2017 · The best known lower bound is \Omega(n^2), the best known upper bound is O(n^3). In this note we show that the venerable fooling set method ...
Fooling sets and the Spanning Tree polytope - ScienceDirect.com
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In this note we show that the venerable fooling set method cannot be used to improve the lower bound: every fooling set for the Spanning Tree polytope has size.
Jan 2, 2017 · ... fooling set in the Spanning Tree polytope is O(n2). Theorem 1. Fooling sets for the spanning tree polytope have size O(n2). We believe that ...
Oct 22, 2024 · ... fooling set in the Spanning Tree polytope. is O(n2). Theorem 1. Fooling sets for the spanning tree polytope have size O(n2). We believe that ...
Jan 2, 2017 · In this note, we prove that the largest size of a fooling set in the Spanning Tree polytope is O(n2). Theorem 1. Fooling sets for the spanning ...
This thesis investigates a number of problems related to 2-level polytopes, in particular regarding their combinatorial structure and extension complexity, ...
Fooling sets and the Spanning Tree polytope. Khoshkhah, K.; Theis, D.O.. Information Processing Letters 132: 11-13. ISSN/ISBN: 0425-1644. 2018 ...
Aug 13, 2018 · Bibliographic details on Fooling Sets and the Spanning Tree Polytope.
Most importantly, there can never be a fooling set larger than the square of the dimension of the polytope ([5]; see also [2, 11]).
Khoshkhah, Kaveh; Theis, Dirk Oliver (2018). Fooling Sets and the Spanning Tree Polytope. Information Processing Letters, 11−13. DOI: 10.1016/j.ipl.2017.05.009 ...
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