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In packing problems with fragmentation a set of items of known weight is given, together with a set of bins of limited capacity; the task is to find an assignment of items to bins such that the sum of items assigned to the same bin does not exceed its capacity.
For n players, such assignment of items is performed n times.
On the contrary, assignment of items with higher priorities converge the solution set towards an EP.
Assignment of items to a player by traversing them from the highest priority to the lowest one enhances computational resources.
The assignment of items to the high attractiveness or low attractiveness group would then occur based on the instant rating, rather than on a previously-expressed general preference.
To allow assignment of items while considering only one player at a time, the concept of using the geometrical distance to represent utility of items is introduced.
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The assignment of DIF items was also drawn at random, and was kept consistent across groups and levels of DIF (i.e., nature of DIF).
The assignment of equipment items to different floors has been considered by satisfying a number of equipment arrangement preferences and also taking into account vertical pumping and land costs.
This paper presents a new approach to ship arrangements that starts with a non-spatial, network theory-based perspective and results in the traditional assignment of shipboard items to designated structural zones.
A third expert was used to resolve discrepancies in the assignment of checklist items.
Within the mapping step: outlier detection, normalization, discretization, and noise correction procedures (such as the assignment of multiple items) are linear on the size of the matrix, Θ(n m).
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