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The facility layout problem (FLP) is one of the design problems involving the assignment of facilities (e.g., machines, departments) to planar region (e.g., a plant), so as to achieve the objectives such as to minimize the cost of projected interaction between facilities or to maximize the closeness rating, etc.
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The general goal of the facility layout problem is to arrange a given number of facilities to minimize the total cost associated with the known or projected interactions between them.
The facility layout problem is concerned with the arrangement of a given number of rectangular facilities so as to minimize the total cost associated with the (known or projected) interactions between them.
The first data set is composed of projected interactions based on interolog mapping.
We take into consideration both the additive risk of individual carcinogens present and the projected overall interaction effect of the mixture based on analyzing and integrating the possible interaction effects of all binary pairs of individual constituents of the mixture.
The previously published selective D2 agonist pharmacophore 28 model, consisting of a 3D arrangement of molecular features, projected intermolecular interaction features, and excluded volumes, was aligned and compared with the receptor model.
Parent warmth and hostility was assessed using the Iowa Youth and Families Project Interaction Ratings Scales [ 23] that comprises six items of warmth and four items of hostility rated on a Likert scale of 1 to 7. Children aged 12 years and above also rated their relationship with their mothers and fathers separately.
Project interactions and constraints determine which project roadmaps are admissible.
In the end, we show which project interactions and domain-specific constraints must be considered when compiling BPM- and process-level projects into project roadmaps (Sect. 4.5).
They must comply with intra-temporal project interactions (e.g., two projects must not be implemented in the same period), inter-temporal project interactions (e.g., a project requires another project to be implemented first), and domain-specific constraints (e.g., limited budgets).
Relating to the periods of a multi-period planning horizon, each tuple component contains a set of projects that have been scheduled to a distinct period in line with the project interactions and domain-specific constraints at hand.
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