Latent Dynamics · 2026-10-06
Pythia: Toward Foundation World Models for Multimodal Time Series
Xilin Dai, Hongzhou Chen, Yifan Hu, Yiding Liu, Zewei Dong, Jiang-Ming Yang
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TL;DR
Pythia is a context-conditioned time-series foundation world model that learns predictive latent dynamics across datasets using a joint-embedding predictive architecture. It uses a stop-gradient numerical reference to guide contextual corrections in latent space, then freezes the predictive representation and adapts a probabilistic quantile decoder on observed history and predicted world states. On MUSE, Pythia-Tiny reports 0.6879 MASE and 0.4269 WSQL, improving 6.26%/5.00% over the strongest published MUSE baseline.
Why it matters
The authors address whether reusable multimodal predictive representations can be learned before observation-space forecasting. Their two-stage approach separates predictive latent representation learning from probabilistic readout adaptation, and uses joint-embedding predictive learning plus numerical-reference guidance to incorporate entity/event/covariate context. The reported MUSE zero-shot results and controlled ablations aim to show when and why latent world states improve forecasting under heterogeneous contextual inputs.
Method
- Two-stage recipe: Stage 1 learns context-conditioned predictive latent states with a joint-embedding predictive architecture, using a stop-gradient numerical reference to guide contextual correction errors (gradients update only the context pathway).
- Context module refines numerical latent estimates using entity descriptions, timestamp-filtered events, and named numerical covariates; events/covariates are filtered to be no later than the prediction origin.
- Stage 2 freezes the predictive system (numerical encoder/predictor/context/correction) and adapts a probabilistic quantile decoder over [observed history, special REG token, predicted future world states] using pinball loss with a parameter-anchor term.
Abstract (from arXiv)
Time-series foundation models offer a unified approach to forecasting across heterogeneous domains. Textual context and auxiliary observations provide complementary information about temporal dynamics, yet reusable multimodal predictive representations remain underexplored. We introduce Pythia, a foundation world model that learns context-conditioned latent dynamics across datasets through a joint-embedding predictive architecture. A stop-gradient numerical reference guides contextual corrections to predicted future states. A separate probabilistic decoder then adapts to the frozen predictive representation and observed history, decoupling world-model pretraining from observation-space forecasting. On MUSE, Pythia-Tiny's normalized mean absolute scaled error (MASE) and weighted sum quantile loss (WSQL) are 0.6879 and 0.4269, reducing errors by 6.26% and 5.00% relative to the strongest model evaluated in the published MUSE leaderboard. Through a series of controlled experiments, we investigate how to design a time-series world model through shared pretraining and how joint-embedding predictive learning can incorporate multimodal information. The results support separating predictive representation learning from probabilistic readout and show complementary contributions from entity descriptions, events, and covariates.
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Publication record
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First public release: 2026-10-04 · Indexed by Pub-AI: 2026-10-06 UTC
Pythia: Toward Foundation World Models for Multimodal Time Series
Preprint posted: 2026-10-04 · Original record ↗
- arxiv
- 2610.05240
Explicit source versions (1)
- v1 · 2026-10-04
- Preprint available
Source date: 2026-10-04 · First detected: 2026-10-25 UTC · Historical baseline
Source evidence (1)
- Official evidence ↗ · atom:published (official metadata)
Abstract · arxiv
Time-series foundation models offer a unified approach to forecasting across heterogeneous domains. Textual context and auxiliary observations provide complementary information about temporal dynamics, yet reusable multimodal predictive representations remain underexplored. We introduce Pythia, a foundation world model that learns context-conditioned latent dynamics across datasets through a joint-embedding predictive architecture. A stop-gradient numerical reference guides contextual corrections to predicted future states. A separate probabilistic decoder then adapts to the frozen predictive representation and observed history, decoupling world-model pretraining from observation-space forecasting. On MUSE, Pythia-Tiny's normalized mean absolute scaled error (MASE) and weighted sum quantile loss (WSQL) are 0.6879 and 0.4269, reducing errors by 6.26% and 5.00% relative to the strongest model evaluated in the published MUSE leaderboard. Through a series of controlled experiments, we investigate how to design a time-series world model through shared pretraining and how joint-embedding predictive learning can incorporate multimodal information. The results support separating predictive representation learning from probabilistic readout and show complementary contributions from entity descriptions, events, and covariates.