Last Updated
：2025/11/25
δ-hyperbolic
Adjective
not-comparable
of a topological space
Japanese Meaning
（位相空間が）すべての測地線三角形において、各辺から全ての点が定数 δ の距離内にある性質
Quizzes for review
(of a topological space) In which every geodesic triangle satisfies that every point on the triangle is within a distance of δ (some constant) of each side of the triangle.
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δ-hyperbolic
In the seminar we proved that the Cayley graph of the group is δ-hyperbolic, which means every geodesic triangle in the graph is δ-thin and consequently many algorithmic problems become easier to analyze.
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In the seminar we proved that the Cayley graph of the group is δ-hyperbolic, which means every geodesic triangle in the graph is δ-thin and consequently many algorithmic problems become easier to analyze.
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