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有没有办法通过在一定范围内调整权重来最大化图的最大流量?

[英]Is there a way to maximize the max flow of a graph by adjusting the weights within a certain range?

I've been learning about flow graphs and from what I've learned, a flow graph is a directed, weighted graph that has a certain maximum flow that can be calculated.我一直在学习流程图,从我学到的知识来看,流程图是一个有向的加权图,它具有可以计算的某个最大流量。 However, is there a way to randomly weight the graph with values between a certain range and gradually change the weights to maximize the max flow?但是,有没有办法用某个范围内的值随机加权图并逐渐改变权重以最大化最大流量?

If you change the weights of the edges then it's possible that the max flow value change.如果更改边的权重,则最大流量值可能会发生变化。 I mean, the max flow value is for a graph, if you change the graph the max flow value will change too.我的意思是,最大流量值用于图形,如果您更改图形,最大流量值也会更改。

Ask yourself about what do you persuit whenever changing weights of edges.问问自己,每当改变边的权重时,你会追求什么。 If you want to maximize max flow value and you have to choose weights for a certain range then by choosing the maximum value of the range as weight of all edges you will surely find the highest max flow value obtained by modification of weights in a certain range.如果你想最大化最大流量值并且你必须选择一定范围的权重,那么通过选择范围的最大值作为所有边的权重,你肯定会找到通过修改一定范围内的权重获得的最高最大流量值.

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