Cheeger constant
nonnegative-rational-valued invariant of undirected finite graphs; graph-theoretic analogue of the Cheeger constant for compact Riemannian manifolds
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Cheeger constant
Summary
Cheeger constant is a graph property[1]. It draws 88 Wikipedia views per month (graph_property category, ranking #10 of 43).[2]
Key Facts
- Cheeger constant's instance of is recorded as graph property[3].
- Jeff Cheeger is named after Cheeger constant[4].
- Cheeger constant's subclass of is recorded as non-negative real number[5].
- Cheeger constant's subclass of is recorded as rational number[6].
- Cheeger constant's Freebase ID is recorded as /m/026c60j[7].
- Cheeger constant's described at URL is recorded as https://www.findstat.org/StatisticsDatabase/St001281/[8].
- Cheeger constant's different from is recorded as Cheeger constant[9].
- Cheeger constant's defining formula is recorded as h(G) := \min \left{\frac{| \partial A |}{| A |} \ : \ A \subseteq V,\; 0 < | A | \leq \tfrac{1}{2} | V| \right}, \quad \partial A := { xy \in E \ : \ x \in A, y \in V \setminus A }<sup id="cite-C13" class="cite-ref" title="Cheeger constant — defining formula (P2534): h(G) := \min \left{\frac{| \partial A |}{| A |} \ : \ A \subseteq V,\; 0 < | A | \leq \tfrac{1}{2} | V| \right}, \quad \partial A := { xy \in E \ : \ x">[10].
- Cheeger constant's studied by is recorded as graph theory[11].
- Cheeger constant's less than is recorded as minimum vertex degree[12].
- Cheeger constant's maintained by WikiProject is recorded as WikiProject Mathematics[13].
- Cheeger constant's Microsoft Academic ID is recorded as 75659285[14].
- Cheeger constant's in defining formula is recorded as h(G)[15].
- Cheeger constant's in defining formula is recorded as V[16].
- Cheeger constant's in defining formula is recorded as E[17].
Why It Matters
Cheeger constant draws 88 Wikipedia views per month (graph_property category, ranking #10 of 43).[2] It is known by 11 alternative names across languages and contexts.[18]