Dynamic Compression Flows for Neuroscience Data
Ganchao Wei1,2, Daniela de Albuquerque3,4, Miles Martinez3
1Department of Neurobiology, Duke University, Durham, NC, USA.
This study introduces a novel dual flow method for analyzing neural activity, creating interpretable low-dimensional representations that preserve temporal dynamics in complex neuroscience data.
Area of Science:
- Neuroscience
- Computational Neuroscience
- Data Science
Background:
- Neuroscience studies reveal large neuronal populations in simple behaviors, yet neural activity dynamics are often low-dimensional.
- Current methods for low-dimensional latent representations of time series data in neuroscience often neglect temporal structure or use latent dynamical systems.
- These existing approaches can distort temporal dynamics or lead to ambiguous latent representations.
Purpose of the Study:
- To develop a novel method for identifying identifiable low-dimensional representations of neural time series data.
- To preserve temporal relations within the data during dimensionality reduction.
- To improve the interpretability of neural dynamics and the quality of data reconstructions.
Main Methods:
- Introduced a novel flow-matching approach using a pair of flow fields.
- One flow field governs time evolution, while the other maps data to a low-dimensional latent space.
- The dimension-reducing flow is trained to minimize temporal dynamic distortions, incorporating soft constraints for low-dimensional support.
Main Results:
- The dual flow approach produces more interpretable dynamics compared to existing methods.
- Achieved higher-quality reconstructions of both neural and behavioral data.
- Demonstrated superior performance in noise-dominated datasets where conventional methods fail.
Conclusions:
- The proposed dual flow method effectively learns identifiable low-dimensional representations that preserve temporal dynamics.
- This approach offers significant advantages in interpretability and reconstruction quality for neuroscience time series data.
- The method shows promise for analyzing complex, noisy neural and behavioral data effectively.
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