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The assignment matrix A is subject to the following constraints: Each part must be assigned to exactly one worker, i.e., (sum _{k=1}^{m} A_{jk} = 1) for all j∈{1,…,n}.
When applying two-class classifiers to problems with more than two classes, there are one-of tasks - a document must be assigned to exactly one of several mutually exclusive classes - and any-of tasks - a document can be assigned to any number of classes as we will explain in Section 14.5.
Each task must be assigned to exactly one station.
Already existing system implementations and system approaches can be assigned to exactly one level.
Each part must be assigned to exactly one worker, i.e., (sum _{k=1}^{m} A_{jk} = 1) for all j∈{1,…,n}.
Each timeslot is able to be assigned to exactly one node, called a slot owner, which has access privilege in the timeslot, namely, it transmits without using CSMA.
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We evaluated the predicted node assignments obtained by the methods against the known assignments, in which most nodes are assigned to exactly one module with probability 1, and those shared by two modules belong to each with probability 0.5.
The well-known generalized assignment problem (GAP) is to minimize the costs of assigning n jobs to m capacity constrained agents (or machines) such that each job is assigned to exactly one agent.
Note that each color is assigned to exactly two vertices.
Each word is assigned to exactly one class based on its frequency in training data.
Each point x p is assigned to exactly one set S i.
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