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Tuning curve sharpening for orientation selectivity: coding efficiency and the impact of correlations
Peggy Seriès1, Peter E Latham, Alexandre Pouget
1Gatsby Computational Neuroscience Unit, Alexandra House, 17 Queen Square, London WC1N 3AR, UK.
Nature Neuroscience
|September 29, 2004
Summary
Sharpening neural tuning curves, thought to improve information coding, actually reduces it when achieved through lateral interactions. This study reveals that such sharpening complicates neural codes and leads to significant information loss.
Area of Science:
- Computational neuroscience
- Neural coding and information theory
Background:
- Bell-shaped tuning curves are fundamental to neural population coding.
- Decreasing tuning curve width is often assumed to enhance information transmission.
- This assumption relies on specific, potentially invalid, noise independence conditions.
Purpose of the Study:
- To reexamine the impact of tuning curve sharpening on population codes in spiking neural networks.
- To investigate the role of cortical lateral interactions in tuning curve sharpening and its consequences.
- To compare models with and without sharpening via lateral interactions using orientation selectivity as a case study.
Main Methods:
- Simulations of spiking neural networks with and without sharpening via lateral interactions.
- Analysis of orientation selectivity to assess population coding efficiency.
- Evaluation of information content and code complexity under different sharpening conditions.
Main Results:
- Sharpening tuning curves through lateral interactions does not improve, but significantly degrades, population codes.
- Sharpening models introduce complex codes heavily dependent on pairwise neuronal correlations.
- Information loss is a critical consequence of sharpening via lateral interactions.
Conclusions:
- The common notion that sharpening tuning curves improves population codes is challenged.
- Cortical lateral interactions, when sharpening tuning curves, impair neural information processing.
- The study provides experimental predictions to differentiate between sharpening and non-sharpening network models.