Ai2 reports Gated DeltaNet generalizes to ~10x longer sequences on StateBench
Overview
Ai2 says a flexible Gated DeltaNet handled sequences about 10 times longer than its training data on StateBench's hardest level.
In a separate test, Ai2 trained LLMs directly on StateBench and evaluated them on longer inputs. It reports that hybrid models with Gated DeltaNets were near-perfect on the first three levels, while transformers degraded as input length grew and could not solve general finite-state tasks.
Ai2 also reports a new proof that Gated DeltaNet with non-negative eigenvalues can solve some periodic tasks under fixed-precision arithmetic with rounding. The proof covers only those periodic tasks under those conditions.
Written by AI from the articles below · updated Nov 3, 12:44 PM ET
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Developments
2 developments
- Nov 3, 12:28 PM ET · 1 articleAi2 reports Gated DeltaNet handles sequences ~10x longer than training on StateBench and proves periodic task solvabilityAi2: Ai2 shows Gated DeltaNet generalizes to sequences 10× longer than training
- Nov 3, 12:28 PM ET · 1 articleAi2 trains LLMs on StateBench and tests length generalization across architecturesAi2: Ai2 tests whether hybrid architectures beat transformers on state tracking
Article timeline
The articles in this story. Times are ET.
Ai2@allen_aiOfficialAi2 shows Gated DeltaNet generalizes to sequences 10× longer than trainingAIAi2 says a flexible Gated DeltaNet handled sequences about 10 times longer than its training data on StateBench's hardest level. The company also reports a new proof that Gated DeltaNet with non-negative eigenvalues can solve some periodic tasks under fixed-precision arithmetic with rounding.
Ai2@allen_aiOfficialAi2 tests whether hybrid architectures beat transformers on state trackingAIAi2 trained LLMs directly on StateBench, then evaluated them on longer inputs to separate architecture effects from pretraining effects. Hybrid models with Gated DeltaNets were near-perfect on the first three levels, while transformers degraded as input length grew and could not solve general finite-state tasks.

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