arXiv:2610.06936v1 Announce Type: new Abstract: Irregular multivariate time series forecasting is a challenging yet important problem in real-world applications, where observations are often irregularly sampled and asynchronously recorded across variables. Existing time series foundation models are mostly built on regularly sampled sequences, making them difficult to generalize to irregular time intervals and asynchronous cross-variable dependencies. To address these challenges, we propose QiYao-I, a manifold based foundation model for irregular multivariate time series forecasting. Specifically, we introduce a novel sampling-conditioned temporal manifold attention mechanism that maps real timestamps into a learnable temporal manifold feature space and injects temporal manifold biases into attention layers, enabling the model to capture both irregular time intervals and local sampling structures. Further, we propose a dynamic variable interaction mechanism with frequency awareness. It selectively performs cross-variable message passing under asynchronous observations. Extensive experiments on real-world irregular multivariate forecasting benchmarks demonstrate that QiYao-I achieves superior performance compared with both time series foundation models and end-to-end irregular forecasting models, showing strong generalization ability in zero-shot and few-shot settings.
QiYao-I: A Manifold Based Foundation Model for Irregular Multivariate Time Series Forecasting
Researchers introduced QiYao-I, a manifold-based foundation model for irregular multivariate time series forecasting, detailed in arXiv paper 2610.06936v1. QiYao-I uses a sampling-conditioned temporal manifold attention mechanism that maps real timestamps into a learnable temporal manifold feature space and injects temporal manifold biases into attention layers, plus a frequency-aware dynamic variable interaction mechanism that selectively performs cross-variable message passing under asynchronous observations. Experiments on real-world irregular multivariate forecasting benchmarks show QiYao-I outperforms both time series foundation models and end-to-end irregular forecasting models, with strong zero-shot and few-shot generalization.
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