Searching for simplicity: Approaches to the analysis of neurons and behavior
Greg J. Stephens, Leslie C. Osborne, William Bialek

TL;DR
This paper explores mathematical methods like dimensionality reduction and maximum entropy to analyze complex animal behaviors and neural systems, revealing underlying simplicity and guiding future research.
Contribution
It reviews two mathematical approaches for simplifying complex biological data and demonstrates their effectiveness across various biological systems and behaviors.
Findings
Explicit search for simplicity uncovers new features of biological systems
Mathematical structures like dimensionality reduction are effective across systems
Simplification provides a language for new experimental questions
Abstract
What fascinates us about animal behavior is its richness and complexity, but understanding behavior and its neural basis requires a simpler description. Traditionally, simplification has been imposed by training animals to engage in a limited set of behaviors, by hand scoring behaviors into discrete classes, or by limiting the sensory experience of the organism. An alternative is to ask whether we can search through the dynamics of natural behaviors to find explicit evidence that these behaviors are simpler than they might have been. We review two mathematical approaches to simplification, dimensionality reduction and the maximum entropy method, and we draw on examples from different levels of biological organization, from the crawling behavior of C. elegans to the control of smooth pursuit eye movements in primates, and from the coding of natural scenes by networks of neurons in the…
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