Unicorn: Scaling High-Dimensional Time Series Forecasting via Universal Correlation Modeling

📅 2026-05-26
📈 Citations: 0
Influential: 0
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🤖 AI Summary
Existing methods for high-dimensional time series forecasting face a generalization bottleneck in balancing channel independence and cross-channel dependency modeling. This work proposes UniCorN, a framework that leverages multi-dataset pretraining to construct a shared latent space and introduces a channel-identity-disentangled latent prototype codebook to learn transferable, identity-agnostic cross-channel interaction patterns. By decoupling channel-specific characteristics from the learned representations, UniCorN overcomes dimensional constraints and enables universal correlation modeling. The approach significantly outperforms current state-of-the-art methods across multiple benchmarks, demonstrating particularly strong performance in few-shot transfer scenarios. These results establish UniCorN as a promising pathway toward foundational models for multivariate time series analysis.
📝 Abstract
Modern time series architectures face a fundamental trade-off: channel-independent models scale well with increasing data volume but ignore critical inter-channel dependencies, while channel-dependent models are expressive but remain ``dimension-bounded'', struggling to generalize across heterogeneous datasets.To bridge this gap, we introduce Unicorn (Universal Correlation Network), a framework for scalable, multi-dataset pretraining on high-dimensional time series. At the core of Unicorn is a latent prototype codebook that decouples correlation modeling from specific channel identities. By projecting heterogeneous channels into a shared latent space, UniCorN learns identity-agnostic, reusable interaction patterns that transfer across domains with diverse dimensionalities and semantics. Extensive experiments show that Unicorn significantly outperforms state-of-the-art forecasting architectures, particularly in few-shot transfer scenarios, offering a scalable path toward multivariate time series foundation models.
Problem

Research questions and friction points this paper is trying to address.

time series forecasting
high-dimensional
inter-channel dependencies
scalability
cross-dataset generalization
Innovation

Methods, ideas, or system contributions that make the work stand out.

universal correlation modeling
latent prototype codebook
channel-agnostic representation
multivariate time series forecasting
foundation model
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