Given a graph with n nodes and m edges, is it possible to find the maximum number of edges such that each node is in at most one edge?
constraints:
n<=1000
m<=n*(n-1)/2
Is maximum matching on a non-bipartite graph possible?
Given a graph with n nodes and m edges, is it possible to find the maximum number of edges such that each node is in at most one edge?
constraints:
n<=1000
m<=n*(n-1)/2
| Rev. | Язык | Кто | Когда | Δ | Комментарий | |
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tactical-teto | 2024-10-24 10:32:51 | 231 | Initial revision (published) |