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Shouyuan Chen

Researcher at The Chinese University of Hong Kong

Publications -  10
Citations -  691

Shouyuan Chen is an academic researcher from The Chinese University of Hong Kong. The author has contributed to research in topics: Communication channel & Throughput. The author has an hindex of 7, co-authored 9 publications receiving 632 citations. Previous affiliations of Shouyuan Chen include Tsinghua University.

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Proceedings ArticleDOI

Fine-grained channel access in wireless LAN

TL;DR: FICA is introduced, a fine-grained channel access method that embodies a new PHY architecture based on OFDM that retains orthogonality among subchannels while relying solely on the coordination mechanisms in existing WLAN, carrier-sensing and broadcasting.
Proceedings Article

Combinatorial Pure Exploration of Multi-Armed Bandits

TL;DR: This paper presents general learning algorithms which work for all decision classes that admit offline maximization oracles in both fixed confidence and fixed budget settings and establishes a general problem-dependent lower bound for the CPE problem.
Proceedings Article

Contextual Combinatorial Bandit and its Application on Diversified Online Recommendation.

TL;DR: Experiments conducted on real-wold movie recommendation dataset demonstrate that the principled approach called contextual combinatorial bandit can effectively address the above challenges and hence improve the performance of recommendation task.
Journal ArticleDOI

Fine-grained channel access in wireless LAN

TL;DR: FICA is introduced, a fine-grained channel access method that embodies a new PHY architecture based on orthogonal frequency division multiplexing (OFDM) that retains orthogonality among subchannels while relying solely on the coordination mechanisms in existing WLAN, carrier sensing and broadcasting.
Proceedings Article

Fast relative-error approximation algorithm for ridge regression

TL;DR: To the best of the knowledge, this is the first algorithm for ridge regression that runs in o(n2p) time with provable relative-error approximation bound on the output vector and shows empirical results on both synthetic and real datasets.