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Neural Latents Benchmark ‘21: Evaluating latent variable models of neural population activity

NeurIPS 2021 · Probabilistic and scientific modeling › Dynamical systems · approach: Latent models of neural activity · 44 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use a deep neural network (AutoLFADS) rather than the strongest non-deep baseline, SLDSlatent variable modeling · MC_Mazeco-smoothing (bits/spike): 0.219 -> 0.346Helped
Use a deep neural network (AutoLFADS) rather than the strongest non-deep baseline, SLDSlatent variable modeling · MC_Maze-Lco-smoothing (bits/spike): 0.290 -> 0.374Helped
Use a deep neural network (AutoLFADS) rather than the strongest non-deep baseline, SLDSlatent variable modeling · MC_Maze-Mco-smoothing (bits/spike): 0.210 -> 0.304Helped
Use AutoLFADS rather than NDTlatent variable modeling · MC_Maze-Sco-smoothing (bits/spike): 0.251 -> 0.301Helped
Use a deep neural network (AutoLFADS) rather than the strongest non-deep baseline, SLDSlatent variable modeling · MC_RTTco-smoothing (bits/spike): 0.165 -> 0.192Helped
Use NDT rather than AutoLFADSlatent variable modeling · Area2_Bumpco-smoothing (bits/spike): 0.259 -> 0.267Helped
Use a deep neural network (AutoLFADS) rather than the strongest non-deep baseline, Smoothinglatent variable modeling · DMFC_RSGco-smoothing (bits/spike): 0.120 -> 0.181Helped

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