Exact(14)
Computational results show that the proposed approach can find optimal solutions for instances with up to 30 nodes.
The new aspects of this work show that this shortest stripping line approach can find minimum energy requirements for.
The results show that the proposed approach can find optimal dimensions considering both better and more robust design.
Numerical experiments show that the proposed approach can find a high quality near-optimal solution for the model in a reasonable computational time.
It is shown that the minimal polynomial basis approach can find all possible residual generators and explicitly those of minimal order.
The experimental results show that the proposed approach can find solutions with competitive convergence and diversity within a shorter period of time, compared with the traditional multi-objective algorithms.
Similar(46)
This approach can found a highly precise force identification model within the scope of general computer precision while it does not cost much computing time.
While these approaches can find optimal solutions, they often do not scale for large problems or plan lengths.
Readers interested in the micro- and macro-modelling approaches can find a recent comprehensive review in (Roca et al. 2010).
Using our approach, we can find the important parameters of schooling behaviour.
With our approach, we can find new network motifs that cannot be identified from conventional motif analysis.
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