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A New Approach Towards a Conjecture on Intersecting Three Longest Paths

In 1966, T. Gallai asked whether every connected graph has a vertex that appears in all longest paths. Since then this question has attracted much attention and many work has been done in this topic. One important open question in this area is to ask whether any three longest paths contains a common vertex in a connected graph. It was conjectured that the answer to this question is positive. In this paper, we propose a new approach in view of distances among longest paths in a connected graph, and give a substantial progress towards the conjecture along the idea.

preprint2015arXivOpen access
Shinya FujitaMichitaka FuruyaReza NaserasrKenta Ozeki
math.CO
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Open access4 authors1 topic
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Shinya FujitaMichitaka FuruyaReza NaserasrKenta Ozeki

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