Path Separation by Short Cycles

Author:

Cohen Gérard1,Fachini Emanuela2,Körner János3

Affiliation:

1. ENST; FRANCE

2. “LA SAPIENZA” UNIVERSITY OF ROME; ITALY

3. DEPARTMENT OF COMPUTER SCIENCE; UNIVERSITY OF ROME; LA SAPIENZA 00198 ROME ITALY

Publisher

Wiley

Subject

Geometry and Topology,Discrete Mathematics and Combinatorics

Reference11 articles.

1. Maximum size of reverse-free sets of permutations;Cibulka;SIAM J Discrete Math,2013

2. Triangle-intersecting families of graphs;Ellis;Eur J Math,2012

3. Setwise intersecting families of permutations;Ellis;J Comb Theory A,2012

4. Intersection theorems for systems of finite sets;Erdős;Quart J Math Oxford Ser,1961

5. On reverse-free codes and permutations;Füredi;SIAM J Discrete Math,2010

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1. Improved upper bounds on even-cycle creating Hamilton paths;Discrete Mathematics;2024-10

2. New Bounds on Even Cycle Creating Hamiltonian Paths Using Expander Graphs;Combinatorica;2020-03-05

3. Even cycle creating paths;Journal of Graph Theory;2019-08-20

4. On $k$-Neighbor Separated Permutations;SIAM Journal on Discrete Mathematics;2019-01

5. Triangle-different Hamiltonian paths;Journal of Combinatorial Theory, Series B;2018-03

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