Mingyuan Rong
Mingyuan Rong
Email: mingyuanrong (at) ibs.re.kr
    Education
    • Postdoctoral Researcher

      Institute for Basic Science (IBS)

    • Ph.D. in Mathematics

      University of Science and Technology of China

    • Visiting Student Researcher

      University of Warwick

    • B.Sc. in Mathematics

      University of Science and Technology of China

    About Me

    I am a Postdoctoral Researcher at the Institute for Basic Science (IBS), where I have the privilege of working with Prof. Hong Liu in the Extremal Combinatorics and Probability Group. I am grateful for his guidance and support.

    I received my Ph.D. in Mathematics from the University of Science and Technology of China in 2026, where I had the privilege of being advised by Prof. Jie Ma. His guidance has been foundational to my development as a researcher.

    During my doctoral studies, I was a Visiting Student Researcher at the University of Warwick, where I had the opportunity to work with Prof. Oleg Pikhurko and benefit from his insights.

    I have also benefited from discussions, collaborations, and support from Prof. Jun Gao, Prof. Tuan Tran, Prof. Zixiang Xu, Prof. Xizhi Liu, and Dr. Xinqi Huang, and I am thankful for the insights and encouragement they have shared with me along the way.

    Interests
    • Extremal Set Theory
    • Extremal Graph Theory
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    Research

    Publications

    . The codegree Turán density of tight cycles. Journal of the London Mathematical Society (2026), to appear.
    . Exact Results on Traces of Sets. Combinatorica 46 (2026), Article 18.
    . Interpolating chromatic and homomorphism thresholds. Minor revision at Journal of Combinatorial Theory, Series B.
    . Sublinear Hitting Sets for Some Geometric Graphs. Frontiers in Combinatorics and Number Theory 2 (2026), 23–42.
    . Recent advances in arrow relations and traces of sets. In G. O. H. Katona, B. Patkós, and C. Tompkins (eds.), Sum(m)it280, Bolyai Society Mathematical Studies 32, Springer (2026), pp. 327–354.
    . Variants of VC dimension and their applications to dynamics. Pure and Applied Mathematics Quarterly 21(6) (2025), 2425–2449.

    Preprints

    . Largest dyadic dual VC-dimension of non-piercing families. arXiv:2506.13606 (2025).
    Co-authors