# Developing novel neural network tools for accurate and interpretable dynamical modeling of neural circuits

> **NIH NIH F32** · EMORY UNIVERSITY · 2023 · $76,580

## Abstract

Abstract
In recent years, the number of neurons that we can record simultaneously has seen an exponential
increase, presenting a daunting challenge: how do we analyze these complex and high-dimensional
datasets to gain insight into how neural circuits perform computation? Tools from dynamical systems
theory have successfully unraveled the computational machinery of artificial recurrent neural networks
(RNNs) trained to perform goal-directed tasks. If we could apply these tools to biological neural circuits,
it would provide unparalleled access to the inner workings of the brain and potentially allow us to
connect theories of neural computation to real biological data. However, for these tools to be useful,
we need to create in silico replicas whose dynamics faithfully represent the dynamics of the underlying
biological system.
 To date, the best in silico replicas of biological networks are RNNs trained to produce output that
matches recorded patterns of neuronal firing. While this approach is rapidly growing in popularity, it has
critical flaws. Current training methodologies are not constrained to produce accurate representations
of the underlying dynamics; in fact, RNNs are actually rewarded for inventing superfluous dynamics, so
long as those dynamics help to reproduce recorded neural data. Additionally, these models often
assume that the relationship (“embedding”) between latent activity and neural firing rates is linear; when
this assumption proves false, the dynamical accuracy suffers. The problems of superfluous dynamics
and non-linear embedding are especially severe when attempting to model a system of interacting
neural circuits.
 The objective of this proposal is to develop a novel artificial neural network architecture that
addresses the above challenges and allows our in-silico models to capture accurate dynamics that are
built both within and across-circuits. My approach combines two key components: 1) neural ordinary
differential equations (NODEs), a computational architecture that we have demonstrated learns
dynamics more accurately and compactly than RNNs and 2) invertible neural network (INN) readouts,
which eliminate superfluous dynamics and allow the model to approximate nonlinear embeddings. I will
validate the ability of this model, called an Ordinary Differential equation auto-encoder with Invertible
readout (ODIN), to find accurate within- and across-circuit dynamics using synthetic neural data and
previously-collected multi-electrode recordings from monkeys. This tool will help to build a bridge
between neural data and both local and distributed neural computations.

## Key facts

- **NIH application ID:** 10752956
- **Project number:** 1F32MH132175-01A1
- **Recipient organization:** EMORY UNIVERSITY
- **Principal Investigator:** Christopher Versteeg
- **Activity code:** F32 (R01, R21, SBIR, etc.)
- **Funding institute:** NIH
- **Fiscal year:** 2023
- **Award amount:** $76,580
- **Award type:** 1
- **Project period:** 2023-08-01 → 2026-07-31

## Primary source

NIH RePORTER: https://reporter.nih.gov/project-details/10752956

## Citation

> US National Institutes of Health, RePORTER application 10752956, Developing novel neural network tools for accurate and interpretable dynamical modeling of neural circuits (1F32MH132175-01A1). Retrieved via AI Analytics 2026-05-23 from https://api.ai-analytics.org/grant/nih/10752956. Licensed CC0.

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