World's Best Scientists 2026 revealed!
Chenyang Xu

Chenyang Xu

Overview

Chenyang Xu is a researcher affiliated with MIT in the United States, with a focus on multiple interdisciplinary fields. Their work spans Computer Science, Decision Sciences, and Engineering, reflecting a diverse approach to scientific inquiry.

The primary subfields associated with their research include Management Science and Operations Research, Computer Networks and Communications, Artificial Intelligence, Marketing, and Electrical and Electronic Engineering. These subfields indicate a blend of theoretical and applied topics, ranging from network communications to market dynamics and intelligent systems.

Xu's main topics of work highlight a strong interest in Auction Theory and Applications, Optimization and Search Problems, and Consumer Market Behavior and Pricing. Additional research areas cover Advanced Bandit Algorithms, Anomaly Detection Techniques, and Advancements in Battery Materials and Technologies.

Recent publications by Chenyang Xu provide insight into the specific research directions pursued. Notable papers include:

  • "Graph Searching with Predictions," 2023, published by Leibniz-Zentrum für Informatik (Schloss Dagstuhl)
  • "Mechanism Design with Predictions," 2022, presented at the Proceedings of the Thirty-First International Joint Conference on Artificial Intelligence
  • "A two-stage intrusion detection method based on light gradient boosting machine and autoencoder," 2023, in Mathematical Biosciences & Engineering
  • "Study of deposition diamond to fill pores on cobalt removal surface adopting HFCVD method," 2021, Diamond and Related Materials
  • "A hollow Core-Shell Cu2S@C nanoboxes for High-Performance electrochemical sodium storage," 2024, Applied Surface Science

Frequent co-authors collaborating with Xu include Benjamin Moseley, Ruilong Zhang, Sungjin Im, Pinyan Lu, and Thomas Lavastida. The number of joint publications varies, with the highest collaborations being nine papers each with Benjamin Moseley and Ruilong Zhang.

Publication venues commonly feature outlets such as arXiv (Cornell University), SSRN Electronic Journal, Leibniz-Zentrum für Informatik (Schloss Dagstuhl), Proceedings of the AAAI Conference on Artificial Intelligence, and the Proceedings of the Thirty-First International Joint Conference on Artificial Intelligence. These venues indicate an active engagement with both preprint archives and peer-reviewed conferences in computer science and artificial intelligence.

Best Publications

  • ACC for log canonical thresholds

    Christopher D. Hacon;James McKernan;Chenyang Xu

  • Special test configuration and K-stability of Fano varieties

    Chi Li;Chenyang Xu

  • Existence of log canonical closures

    Christopher D. Hacon;Chenyang Xu

  • On the three dimensional minimal model program in positive characteristic

    Christopher D. Hacon;Chenyang Xu

  • Uniqueness of $\mathrm {K}$-polystable degenerations of Fano varieties

    Harold Blum;Chenyang Xu

  • ON THE BIRATIONAL AUTOMORPHISMS OF VARIETIES OF GENERAL TYPE

    Christopher D. Hacon;James McKernan;Chenyang Xu

  • Openness of K-semistability for Fano varieties

    Harold Blum;Yuchen Liu;Chenyang Xu

  • Finiteness of algebraic fundamental groups

    Chenyang Xu

  • THE DUAL COMPLEX OF SINGULARITIES

    Tommaso de Fernex;János Kollár;Chenyang Xu

  • Algebraicity of the metric tangent cones and equivariant k-stability

    Chi Li;Chi Li;Xiaowei Wang;Chenyang Xu;Chenyang Xu

  • Finite generation for valuations computing stability thresholds and applications to K-stability

    Yuchen Liu;Chenyang Xu;Ziquan Zhuang

  • On base point freeness in positive characteristic

    Paolo Cascini;Hiromu Tanaka;Chenyang Xu

  • Boundedness of moduli of varieties of general type

    Christopher D. Hacon;James McKernan;Chenyang Xu

  • The essential skeleton of a degeneration of algebraic varieties

    Johannes Nicaise;Johannes Nicaise;Chenyang Xu

  • The dual complex of Calabi–Yau pairs

    János Kollár;Chenyang Xu

  • On the proper moduli spaces of smoothable Kähler–Einstein Fano varieties

    Chi Li;Xiaowei Wang;Chenyang Xu

  • K-stability of Fano varieties: an algebro-geometric approach

    Chenyang Xu

  • On the proper moduli spaces of smoothable K"ahler-Einstein Fano varieties

    Chi Li;Xiaowei Wang;Chenyang Xu

  • A minimizing valuation is quasi-monomial

    Chenyang Xu

  • Stability of Valuations and Koll'ar Components

    Chi Li;Chenyang Xu

Frequent Co-Authors

János Kollár
János Kollár Princeton University

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