The job of the mind becomes one of constructing accurate representations for processing by some inner executive.

A major technique of constructing representations of a reductive Lie group is the method of parabolic induction.

The goal of any learning task is to construct integrated mental representations of the relevant information, which requires considerable working memory resources.

In mathematics, a Zuckerman functor is used to construct representations of real reductive Lie groups from representations of Levi subgroups.

Étale cohomology quickly found other applications, for example Deligne and Lusztig used it to construct representations of finite groups of Lie type; see Deligne-Lusztig theory.

For real semisimple groups there is an analogue of the construction of Deligne and Lusztig, using Zuckerman functors to construct representations.

The intention is to abstract steps of construction of objects so that different implementations of these steps can construct different representations of objects.

Perception is sometimes described as the process of constructing mental representations of distal stimuli using the information available in proximal stimuli.

In mathematics, parabolic induction is a method of constructing representations of a reductive group from representations of its parabolic subgroups.

This means that children are not only constructing symbolic representations but can also recall information from memory.