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The controller design is similar to saturation limit linear assignment.
Based on the formulated linear assignment model, a group formation algorithm is developed.
The Linear Assignment Method is one of the examples in this family.
This paper presents a linear assignment algorithm for machine-cell and part-family formation for the design of cellular manufacturing systems.
Each subproblem can be easily solved by using the optimal results of a linear assignment problem (LAP), which is then solved by the Hungarian Algorithm in polynomial time.
In this category, the linear assignment method (Jahan et al. 2010a), by 0.53, has the lowest agreement with the results of the present paper.
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Pairwise recombination estimates obtained with module LINKMFEX were used as input into module MAPORD to determine linear assignments of markers within a linkage group.
In this paper, the technique of local linear dynamics assignment is presented, which complements the powerful Interconnection and Damping Assignment Passivity Based Control (IDA-PBC) methodology.
We find that the cost function of a linear sum assignment problem involves only the defining representation of the symmetric group, while quadratic assignment problems are superpositions of the representations indexed by the partitions (n), (n−1,1), (n−2,2), and (n−2,1,1).
Local linear dynamics assignment offers a solution to this problem with a number of advantages.
They represent hybrid solutions with dynamics ranging from the relay minimum time systems to linear pole assignment ones.
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