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Review
. 2021 Jul 8:44:253-273.
doi: 10.1146/annurev-neuro-092920-120559. Epub 2021 Mar 17.

Human Representation Learning

Affiliations
Review

Human Representation Learning

Angela Radulescu et al. Annu Rev Neurosci. .

Abstract

The central theme of this review is the dynamic interaction between information selection and learning. We pose a fundamental question about this interaction: How do we learn what features of our experiences are worth learning about? In humans, this process depends on attention and memory, two cognitive functions that together constrain representations of the world to features that are relevant for goal attainment. Recent evidence suggests that the representations shaped by attention and memory are themselves inferred from experience with each task. We review this evidence and place it in the context of work that has explicitly characterized representation learning as statistical inference. We discuss how inference can be scaled to real-world decisions by approximating beliefs based on a small number of experiences. Finally, we highlight some implications of this inference process for human decision-making in social environments.

Keywords: learning selective attention; memory; representation learning.

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Figures

Figure 1
Figure 1
Selective attention for state representation. Consider a representational space for the task of making tea, defined along four dimensions: Water temperature (hot/cold), Mug material (glass/metal), Sugar (yes/no), and Tea (yes/no), each involving, for simplicity, a binary feature. The top row depicts how the number of states grows as we add dimensions. Considering only one dimension (Water) results in two possible states (a). Two dimensions would mean four states (b), three dimensions eight states (c), and four dimensions would mean 16 unique states (d). This exponential increase in the number of states as the number of dimensions grows is known as the curse of dimensionality. The bottom row shows how selective attention can solve this problem: ignoring even one dimension (Mug) reduces the size of the state space by a factor of two.
Figure 2:
Figure 2:
Selectively remembering and organizing past observations. For any given task, time can be viewed as an axis of the representational space (Figure 1). Consider a chain of observations one could make during the task of making tea. Only some of those past observations have relevance for the task. The question of which observations to remember can thus be reframed as attention learning in time. The agent has to selectively attend not only to different aspects of present sensory data but also to different past observations that should be included in the state. Once stored in memory, observations can be grouped in such a way as to facilitate retrieval when they become relevant for the task.

References

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