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The minimum exposure path found by Global DA is considered as optimal path.
It is found from Table 3 that for small size problems and for small amount of fuzziness ((5%)), a mid value of optimum cost as well as optimal path is same as the corresponding crisp GTSP.
The routes having minimum fuzzy cost will be considered as optimal path and the data is to be transmitted over this path from source node to a set of receivers.
The path with minimum transmission time will be selected as optimal path for routing; therefore, if the value of the path cost of some solution is minimum than the other set of solutions, this solution will be considered to be better.
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This allows us to think of a synthesis plan as a form of path, hence to think of optimal synthesis plans as optimal paths.
If a few paths have the maximum number of nodes simultaneously, the path with maximum cost is selected as the optimal path.
Then, the lag lead structure is searched as the optimal path in the distance matrix landscape that minimizes the total mismatch between the two time series, and that obeys a one-to-one causal matching condition.
If it meets all constraints of other threshold values, for example, in order to achieve reliable packet transmission along the path in the communication process, the node remaining battery power P(n) and the minimum propagation delay D(R j ), then R 1: A, B, E, S will be selected as the optimal path from source node A to sink node S.
An alignment path is calculated as the optimal path through the similarity matrix by linearly progressing through the sequences and extending the alignment with the next possible high-scoring AFP pair.
Evaluators calculate the optimal path as follows: Assume that the evaluators know f j)=deg(F j ), and they want to trace to node k s.t.
A disutility function of travel time is defined to evaluate the paths, and those with the minimum expected disutility are defined as the optimal paths.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com