ETH's TIDES moves input dependence off the step size so selective SSMs handle irregular time series
ethz · hf · 2026-10-08
ETH Zürich introduced TIDES, a selective state space model variant that natively handles irregularly sampled time series.
- Problem: In Mamba-style selective SSMs, the discretization step Δ̃ is a learned function of the input, so it no longer equals the physical time gap Δ, hurting irregular-series handling. Continuous-time SSMs like S5 keep Δ̃≡Δ but remain linear time invariant, limiting per-token expressivity.
- Method: TIDES moves input dependence off the step size and onto the diagonal state matrix, preserving both Δ̃≡Δ and selective SSM expressivity.
- Diagnostic: A novel Fading Flash benchmark jointly tests input dependence and extrapolation to out-of-distribution Δ, isolating distinct failure modes of current architectures that TIDES avoids by construction.
- Results: New best average rank on UEA time series classification and the Physiome ODE regression benchmark; matches or exceeds the reference baseline on 6 of 8 natively irregular datasets spanning astronomy, agriculture, neuromorphic sensing, and climate events.
Code: https://github.com/TaylanSoydan/TIDES
More from Research
- KAIST Proposes SQAM: Scalar Adjoint Speeds Up Flow Policy RL, +18–35pp Success on OGBench — kaist-ai · 2026-10-08
- Debate Erupts Over 'Mathematicians Did Not Ask for This' in Terence Tao Blog Post — littmath · 2026-10-08
- Three papers claiming Hodge conjecture progress withdrawn over a sign error — ziv_ravid · 2026-10-08
- IBM Integrates Spyre AI Accelerator as a Native PyTorch Device via Existing Abstractions — PyTorch · 2026-10-08
- ResearchTrails: Mining Git Histories Into Human Research Decision Trajectories to Train Better Research LLMs — ChenhaoTan · 2026-10-08
- Toby Ord's interpolation-extrapolation-hyperpolation trichotomy: why AI fails off the hyperplane — tobyordoxford · 2026-10-08