PT - JOURNAL ARTICLE AU - Zhu, Feng AU - Grier, Harrison A. AU - Tandon, Raghav AU - Cai, Changjia AU - Giovannucci, Andrea AU - Kaufman, Matthew T. AU - Pandarinath, Chethan TI - A deep learning framework for inference of single-trial neural population activity from calcium imaging with sub-frame temporal resolution AID - 10.1101/2021.11.21.469441 DP - 2022 Jan 01 TA - bioRxiv PG - 2021.11.21.469441 4099 - http://biorxiv.org/content/early/2022/01/25/2021.11.21.469441.short 4100 - http://biorxiv.org/content/early/2022/01/25/2021.11.21.469441.full AB - In many brain areas, neural populations act as a coordinated network whose state is tied to behavior on a moment-by-moment basis and millisecond timescale. Two-photon (2p) calcium imaging is a powerful tool to probe network-scale computation, as it can measure the activity of many individual neurons, monitor multiple layers simultaneously, and sample from identified cell types. However, estimating network states and dynamics from 2p measurements has proven challenging because of noise, inherent nonlinearities, and limitations on temporal resolution. Here we describe RADICaL, a deep learning method to overcome these limitations at the population level. RADICaL extends methods that exploit dynamics in spiking activity for application to deconvolved calcium signals, whose statistics and temporal dynamics are quite distinct from electrophysiologically-recorded spikes. It incorporates a novel network training strategy that exploits the timing of 2p sampling to recover network dynamics with high temporal precision. In synthetic tests, RADICaL infers network states more accurately than previous methods, particularly for high-frequency components. In real 2p recordings from sensorimotor areas in mice performing a “water grab” task, RADICaL infers network states with close correspondence to single-trial variations in behavior, and maintains high-quality inference even when neuronal populations are substantially reduced.Competing Interest StatementThe authors have declared no competing interest.