A matching in a graph (G) is a set of mutually non-adjacent edges of (G). A maximum matching is a matching maxima cardinallity. A tree is an acyclic connected graph.
Is there an efficient algorithm to find all the maximum matching in any tree?
A matching in a graph (G) is a set of mutually non-adjacent edges of (G). A maximum matching is a matching maxima cardinallity. A tree is an acyclic connected graph.
Is there an efficient algorithm to find all the maximum matching in any tree?
Copyright © 2021 JogjaFile Inc.
Hint:
I hope this helps $\ddot\smile$