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Contact Information
| Name | Hanyan Yin |
| Professional Title | |
| yinhanyan@ruc.edu.cn | |
| Phone | |
| Website | https://yinhanyan.github.io/ |
Professional Summary
Experience
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2026 - -
2022 - 2023 R&D Intern
Momenta
Participated in the development of 3D map tile graphics compiler
- 3D map tile graphics compiler
Education
Awards
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2024 -
2024 -
2023 -
2023 Outstanding Graduate of Beijing University of Posts and Telecommunications
Beijing University of Posts and Telecommunications
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2021 CCF-CSP (China Computer Federation Certified Software Professional)
China Computer Federation
Achieved a score of 370, ranked in the top 1.51%.
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2020 Gold Medal, 14th BUPT Programming Contest (CodeMao Cup)
Beijing University of Posts and Telecommunications
Publications
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2026 AeroSketch: Near-Optimal Time Matrix Sketch Framework for Persistent, Sliding Window, and Distributed Streams
Proceedings of the ACM on Management of Data (SIGMOD 2026)
The paper introduces AeroSketch, a matrix sketching framework for persistent, sliding window, and distributed streams that achieves optimal communication and space costs with near-optimal update time complexity.
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2026 Revisiting Matrix Sketching in Linear Bandits: Achieving Sublinear Regret via Dyadic Block Sketching
The Fourteenth International Conference on Learning Representations (ICLR 2026)
The paper proposes Dyadic Block Sketching, a multi-scale matrix sketching approach for linear bandits that achieves sublinear regret without requiring prior knowledge of the streaming matrix properties.
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2025 Predictive Configuration on DHCP in WLANs
IEEE/ACM Transactions on Networking
The paper proposes PredHCP, a predictive configuration framework that uses deep learning models to improve DHCP lease time and IP pool configuration in WLANs.
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2024 Optimal Matrix Sketching over Sliding Windows
VLDB 2024 Best Research Paper Nomination
The paper introduces the DS-FD algorithm, which achieves the optimal $O(d/\epsilon)$ space bound for matrix sketching over row-normalized, sequence-based sliding windows, and establishes a space lower bound for time-based and unnormalized sliding windows.