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Yao Yu

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3 papers
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3

IJCAI Conference 2025 Conference Paper

CRAFT: Time Series Forecasting with Cross-Future Behavior Awareness

  • Yingwei Zhang
  • Ke Bu
  • Zhuoran Zhuang
  • Tao Xie
  • Yao Yu
  • Dong Li
  • Yang Guo
  • Detao Lv

The past decades witness the significant advancements in time series forecasting (TSF) across various real-world domains, including e-commerce and disease spread prediction. However, TSF is usually constrained by the uncertainty dilemma of predicting future data with limited past observations. To settle this question, we explore the use of Cross-Future Behavior (CFB) in TSF, which occurs before the current time but takes effect in the future. We leverage CFB features and propose the CRoss-Future Behavior Awareness based Time Series Forecasting method (CRAFT). The core idea of CRAFT is to utilize the trend of cross-future behavior to mine the trend of time series data to be predicted. Specifically, to settle the sparse and partial flaws of cross-future behavior, CRAFT employs the Koopman Predictor Module to extract the key trend and the Internal Trend Mining Module to supplement the unknown area of the cross-future behavior matrix. Then, we introduce the External Trend Guide Module with a hierarchical structure to acquire more representative trends from higher levels. Finally, we apply the demand-constrained loss to calibrate the distribution deviation of prediction results. We conduct experiments on real-world dataset. Experiments on both offline large-scale dataset and online A/B test demonstrate the effectiveness of CRAFT. Our dataset and code are available at https: //github. com/CRAFTinTSF/CRAFT.

TCS Journal 2020 Journal Article

Pattern-avoiding inversion sequences and open partition diagrams

  • Sherry H.F. Yan
  • Yao Yu

By using the generating tree technique and the obstinate kernel method, Kim and Lin confirmed a conjecture due to Martinez and Savage which asserts that inversion sequences e = ( e 1, e 2, …, e n ) containing no three indices i < j < k such that e i ≥ e j, e j ≥ e k and e i > e k are counted by Baxter numbers. In this paper, we provide a bijective proof of this conjecture via an intermediate structure of open partition diagrams, in answer to a problem posed by Beaton-Bouvel-Guerrini-Rinaldi. Moreover, we show that two new classes of pattern-avoiding inversion sequences are also counted by Baxter numbers.

IS Journal 2015 Journal Article

Footstep-Identification System Based on Walking Interval

  • Xuan Wang
  • Tengfei Yang
  • Yao Yu
  • Ruixin Zhang
  • Fangxia Guo

Footsteps, as a main kind of behavioral trait, are a universally available signal, but constructing an identity verification system based on them remains a challenging problem: footsteps not only reflect a person's physiological basis but also depend on the person's psychological makeup, footwear, and floor. This article describes a novel footstep-identification system. To eliminate footwear and floor variations as limiting factors, the footstep duration and interval times are extracted from footsteps, and a timing vector is obtained as a feature. To smooth instability in footsteps, the authors developed a novel pattern-recognition method, in which the training procedure can be split into several parallel subprocedures, with each subprocedure only considering one class sample. It can be periodically retrained using several of the user's most recent successful identification footsteps. Theoretical and experimental results show this system is relatively robust to the variations of footwear, floor, and the examinee's psychological makeup, and yields a better classification performance compared with the existing methods.