KAIST Combinatorics Lab. Workshop

It is a triannual (three-times-a-year) seminar organized by academic genealogy from Professor Dongsu Kim in KAIST Combinatorics Laboratory, which KCL stands for. The aim of this seminar is to bring together active combinatorialists to discuss recent and prospective advances in algebraic and enumerative combinatorics and related areas. The style of talk tends to be less formal.



  • July 28

    • 14:00 - 14:25 Ice-breaking Talks

    • 14:25 - 14:30 Opening Address

    • 14:30 - 15:20 Lecture by Ae Ja Yee

      • Title. The Rogers–Ramanujan–Gordon identities and their overpartition analogues

      • Abstract. An overpartition is an integer partition in which the first occurrence of a part may be overlined. Overpartitions were first studied by P. A. MacMahon, but they have received a lot of attention for the past two decades due to the work of Corteel and Lovejoy. We can find many interesting results analogous to well-known partition theorems in the literature. In this talk, I will first review overpartitions and their properties. I will then present some overpartition analogues of the Rogers–Ramanujan–Gordon–Andrews–Bressoud identities.

    • 15:30 - 17:00 Lightning Talks (about 5 minutes for each)

    • 17:00 - 17:10 Closing Remarks


  • Dongsu Kim, KAIST

    • Ae Ja Yee, The Pennsylvania State University

    • Seunghyun Seo, Kangwon National University

    • Heesung Shin, Inha University

    • Jang Soo Kim, Sungkyunkwan University

      • Sun-mi Yun, Sungkyunkwan University

      • U-keun Song, Sungkyunkwan University

      • Jihyeug Jang, Sungkyunkwan University

    • Taehyun Eom, KAIST

  • Sangwook Kim, Chonnam National University

  • Meesue Yoo, Chungbuk National University

  • JiSun Huh, Ajou University

  • Minho Song, Sungkyunkwan University

  • Donghyun Kim, Sungkyunkwan University


  • Heesung Shin, Inha University

  • Seunghyun Seo, Kangwon National University


  • National Research Foundation of Korea