Reachability: Difference between revisions

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m Kameda's Algorithm: fix broken link to section
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| year = 1975
| doi=10.1016/0020-0190(75)90019-8}}.</ref>
can be used if the graph is [[Planar graph|planar]], [[Directed acyclic graph|acyclic]], and also exhibits the following additional properties: all 0-[[Directed graph#Indegree and outdegree|indegree]] and all 0-[[Directed graph#Indegree and outdegree|outdegree]] vertices appear on the same [[Glossary of graph theory#Genusface|face]] (often assumed to be the outer face), and it is possible to partition the boundary of that face into two parts such that all 0-indegree vertices appear on one part, and all
0-outdegree vertices appear on the other (i.e. the two types of vertices do not alternate).