Exact(11)
Open image in new window Fig. 6 Flow diagram for calculating optimal branch voltages for circulating current optimization control.
The optimal branch voltages may be calculated directly as shown in Fig. 6.
Then, try to narrow the time difference by adjusting the values of the branch length and branch number, and the ultimate results are the optimal branch length and branch number that are needed to be implemented, aiming at the multi-layer equilibrium displacement.
This may reflect optimal branch spacing within corymbose colonies, allowing movement of juveniles within the colony and refuge from predators.
The l-method infer optimal branch lengths which are subsequently partitioned into rates and times.
In Table 1 we summarize the optimal branch lengths and support values for the principal nodes in our phylogenies.
Similar(49)
We first present the results obtained by the optimal branch-and-cut solver [25] and our heuristic MILP-based iterative local search algorithm on the grid topology.
Extensive computational results are presented on a number of randomly generated problem sets and the performance of the heuristic(s) are compared with an optimal branch-and-bound algorithm.
At macro scales the optimised geometry agrees well with Murray's Law for optimal branching of vascular networks; however, at nanoscales, the optimum result deviates from Murray's Law, and a corrected equation is presented.
An optimal branching angle is associated with greater efficiency in blood flow with lower energy spent (5, 7).
Our stepwise procedure, based on the flexible rate model of Rabosky et al. [ 17], integrates both phylogenetic and taxonomic data [Fig. 4], and involves the assignment of rate shifts [both birth and death rates] to the optimal branches on the phylogeny with unresolved tips until additional rate changes do not substantially improve the AIC score.
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