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The candidate assignment (a), represents an assignment that might or might not be adopted.
For genetic algorithm, a chromosome represents an assignment of machines to cells, and fitness function defined as number of inter-cell transfer is used to select the part route alternative with minimal inter-cell movements.
In this example, the first row represents an assignment where founder 1 of nucleus 264 has haplotypes AGT and AAC, both acting as pseudocases, whereas the third row represents an assignment where founder 1 of nucleus 1121 has case haplotype GGT and control haplotype AAC.
The response variable y i j represents an assignment into one of C mutually exclusive and exhaustive categories that follow an order.
The response variable (disease resistance), y i j k, represents an assignment into one of C mutually exclusive and exhaustive categories (here C =5, I = 3 and J = 278) that follow an order, since 1 indicates no infection, 2 low infection, 3 moderate infection, 4 high infection, and 5 complete infection.
Any boolean function can be represented as a rooted, directed acyclic graph that consists of decision nodes (variables) and two terminal nodes (standing for the values 0 and 1): each edge represents an assignment of the variable to the considered value.
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If M xi (P) =?, F xi will be assigned a value of 0 or 1, representing an assignment of taxon x to one of the two sides of split i.
The set of all nodes composes an individual representing an assignment policy.
Let (A in mathbb {B}^{n times m}) represent an assignment of the arriving n parts to the m technicians, i.e., A jk is nonzero if and only if part j is assigned to technician k.
A structure is meant by most logicians to represent an assignment of meanings: its domain gives the range or "meaning" of the first-order variables (and induces ranges of the higher-order variables), and the extensions that the structure assigns to the non-logical constants are "meanings" that these expressions could take.
The assignment represents an important point in the long-running antitrust case.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com