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ODE-RSSM: Learning Stochastic Recurrent State Space Model from Irregularly Sampled Data

AAAI 2023 · Probabilistic and scientific modeling › Differential equations and PDEs · approach: Probabilistic inference for ODEs and SDEs · 10 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add latent overshooting to ODE-RSSM (ablation)ODE-RSSM · WindingRRSE: 0.5389 -> 0.4768; 0.4444 -> 0.4045Helped
Add latent overshooting to ODE-RSSM (ablation)ODE-RSSM · ThickeningRRSE: 1.5349 -> 1.3678; 1.4174 -> 1.3064Mixed
Use ODE-RSSM-O instead of ODE-RSSM (ablation)CSTR 25% uneven · CSTRRRSE: 0.2979 -> 0.2807Hurt
Use ODE-RSSM-O instead of ODE-RSSM (ablation)CSTR 50% uneven · CSTRRRSE: 0.1486 -> 0.1336Helped
Use ODE-RSSM-O instead of ODE-RSSM (ablation)Thickening 25% uneven · ThickeningRMSE: 0.0558 -> 0.0504Helped
Model latent-state evolution with a continuous-time ODE-Net rather than discrete-time RSSM transitionsODE-RSSM-O · Winding 25% unevenRRSE: 0.5667 -> 0.4768Helped
Model latent-state evolution with a continuous-time ODE-Net rather than discrete-time RSSM transitionsODE-RSSM-O · Thickening 25% unevenRRSE: 1.619 -> 1.3678Helped
Train with different sampling ratios and evaluate on a 25% uneven test setODE-RSSM · WindingRRSE: 0.4934 (0); 0.5754 (0.1545)Mixed
Use the parallel reparameterized solver rather than solving over the union of time pointsBatched ODE solving · Batched ODEstime consumptionHelped

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