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Combinatorics, also called combinatorial mathematics, the field of mathematics concerned with problems of selection, arrangement, and operation within a finite or discrete system.
Most studies presented shortcomings, problems of selection, and misuration bias.
The problems of selection bias are, however, less severe than often assumed, and surmountable for this study.
It provides for a solution to the problems of selection in an image, information routing through the visual processing hierarchy and task-specific attentional bias.
Limitations were described relating to the study design (and leading to problems of selection bias), and in some studies sample sizes were small.
In this review we will argue that the re-entrant looped architecture of the basal ganglia represents biological solutions to these fundamental behavioural problems of selection and reinforcement.
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This presents an immediate problem of selection: 20th-century architecture emerges as a running battle between modernism and tradition, one that remains unresolved today.
In the study of larger social groups, the problem of selection is acute: much depends on what is included as components of the social structure.
This is the problem of selection.
Indirect touch, as opposed to direct touch interaction, suffers from the problem of selection.
Thus, one first tries to solve the problem of selection at the level of, say, statements of second-order arithmetic and then one moves on to the problem of selection for statements of third-order arithmetic, and so on.
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