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By the induction assumption there are at most (c G-G_{1})-1) vertic G-G_{(G-G_{1} -1ot covertices the maximum matching of (G-G_{1}).
It is easy to see that in the lollipop graph (G_{1}), there is at most one vertex not covered by the maximum matching of (G_{1}).
Then we can easily get the matching (M_{T}') of (T_{G}) obtained from (M_{T}) by replacing the maximum matching of (H _{k_{0}}) by the maximum matching of (tilde{H } _{k_{0}}).
Then we have the matching (M') of G which obtained from M by replacing the maximum matching of (H _{k_{0}}) by the maximum matching of (hat{H} _{k_{0}}) and by adjusting the maximum matching of each (C_{i}) to the one without covering the vertex (v_{i}), (i=1,ldots, x).
For each algorithm, its parameters are set as those described in [ 6] which have been optimized to yield the best possible results as measured by the maximum matching ratio on the gold standards.
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The other five candidates have each received the maximum matching amount of $91,333 from the city.
The maximum matching ratio sidesteps this problem by dividing the total weight of the maximum matching with the number of reference complexes.
Then find the maximum matching of by the Hungarian algorithm, and underline the entries in the weight matrix.
Then the scheduling problems specified by (3) and (4) correspond to the classical Maximum Weighted Matching Problem (MWMP) and the Maximum Matching Problem (MMP), respectively.
Figure 3 illustrates the maximum matching ratio.
Then, there are at most (c G-G_{1})-1+1=c G-G_{ vertices of G not covered by its maximum matching.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com