1. S. Eu, T. Fu, C. Lai, 
    On the enumeration of parking functions by leading terms
    Advances in Applied Mathematics, 35 (2005), 392 - 406.

  2. S. Eu, T. Fu, C. Lai, 
    Cycle Lemma, Parking Functions and Related Multigraphs
    Graphs and Combinatorics, 26 (2010), 345 - 360.

  3. C. Lai, 
    On Weyl modules over affine Lie algebras in prime characteristic
    Transform. Groups, 21 (2016), 1123-1153.

  4. Z. Fan, C. Lai, Y. Li, L. Luo and W. Wang, 
    Affine flag varieties and quantum symmetric pairs
    Mem. Amer. Math. Soc., 265 (2020), no. 1285.
    arXiv:1602.04383, 108 pages.

  5. C. Lai, 
    Affine Quantum Symmetric Pairs: Multiplication Formulas and Canonical Bases
    dissertation (2016), 124 pages.

  6. Z. Fan, C. Lai, Y. Li, L. Luo and W. Wang,
    Affine Hecke algebras and quantum symmetric pairs
    Mem. Amer. Math. Soc. (to appear),
    arXiv:1609.06199v1, 75 pages.
  7. Z. Fan, C. Lai, Y. Li and L. Luo,
    Length formulas in symmetrized forms
    Appendix of Affine Hecke algebras and quantum symmetric pairs
    Mem. Amer. Math. Soc. (to appear),
    arXiv:1609.06199v2, 10 pages.

  8. C. Lai and L. Luo, 
    An elementary construction of monomial bases of modified quantum affine gl_n
    J. Lond. Math. Soc. 96 (2017), 15--27.

  9. Fan, C. Lai, Y. Li, L. Luo, W. Wang and H. Watanabe,
    Quantum Schur duality of affine type C with three parameters,
    Math. Res. Letters, 27 (2020), 79 --114.

  10. arXiv:1802.01047, 26 pages.

  11. C. Lai and L. Luo,
    Schur algebras and quantum symmetric pairs with unequal parameters,
    Int. Math. Res. Not. (to appear)
    arXiv:1808.00938, 34 pages.
  12. C. Lai, D. K. Nakano and Z. Xiang,
    On q-Schur algebras corresponding to Hecke algebras of type B,
    arXiv:1902.07682, 29 pages, submitted.

  13. M. Im, C. Lai and A. Wilbert,
    Irreducible components of two-row Springer fibers and Nakajima quiver varieties,
    arXiv:1910.03010, 30 pages, preprint.