Xu, Yuyin; Liu, Gongxiang ;   On the stable equivalences between finite tensor categories.   Proc. Amer. Math. Soc. 151 (2023), no. 5, 1867–1876.

Wang, Zhihua; Liu, Gongxiang ; Li, Libin;   Invariants from the Sweedler power maps on integrals.   J. Algebra 606 (2022) 590–612.

Li, Kangqiao; Liu, Gongxiang ;   On the antipode of Hopf algebras with the dual Chevalley property.   J. Pure Appl. Algebra 226 (2022), no. 3, 106871.

Huang, Hua-Lin; Liu, Gongxiang ; Yang, Yuping; Ye, Yu;  Finite quasi-quantum groups of rank two.   Trans. Amer. Math. Soc. Ser. B 8 (2021), 635–678.

Liu, Gongxiang ; Zhou, Kun;   On the quasitriangular structures of abelian extensions of Z_2 

Huang, Hua-Lin; Liu, Gongxiang ; Yang, Yuping; Ye, Yu;  Finite quasi-quantum groups over abelian groups.   171–194, Contemp. Math., 771.

Wang, Zhihua; Liu, Gongxiang ; Li ,Libin ;  The Casimir number and the determinant of a fusion category.   Glasg. Math. J. 63 (2021), no. 2, 438–450.

Ge Fan; Liu, Gongxiang ;  A combinatorial identity and the finite dual of infinite dihedral group algebra.   Mathematika 67 (2021) 498–513.

Huang, Hua-Lin; Liu, Gongxiang ; Yang, Yuping; Ye, Yu;  Finite quasi-quantum groups of diagonal type.   J. Reine Angew. Math.   759  (2020),  201–243.

Liu, Gongxiang   A classification result on prime Hopf algebras of GK-dimension one.   J. Algebra   547  (2020),  579–667.

Wu, Jinyong; Liu, Gongxiang ; Ding，Nanqing  Classification of affine prime regular Hopf algebras of GK-dimension one, Adv. Math.,   296( 2016 )， 1-54.

Liu, Gongxiang ; Fred Van Oystaeyen; Zhang, Yin-Huo  Quasi-Frobenius-Lusztig kernels for simple Lie algebras, Trans. Amer. Math. Soc., 369 （ 2017 ）， 2019-2086.

Huang, Hua-Lin; Liu, Gongxiang ; Ye, Yu  Graded elementary quasi-Hopf algebras of tame representation type, Israel J. Math., 209(2015), no. 1, 157-186.

Liu, Gongxiang   The quasi-Hopf analogue of u_{q}(sl_2), Math. Res. Lett., 21(3), 2014, 585-603.

Liu, Gongxiang ; Ng, Siu-Hung  On total Froubenius-Schur Indicators, Contemp. Math., 623, 2014, 193-211.

Huang, Hua-Lin; Liu, Gongxiang ; Ye, Yu  The braided monoidal structures on a class of linear Gr-categories.   Algebr. Represent. Theory   17   (2014),   no. 4,   1249–1265.

Liu, Gongxiang   Basic Hopf algebras of tame type.   Algebr. Represent. Theory   16 (2013),   no. 3,   771–791.

Huang, Hua-Lin ;   Liu, Gongxiang   On coquasitriangular pointed Majid algebras. Comm. Algebra   40   (2012),   no. 10,   3609–3621.  

Liu, Gongxiang   Support varieties and representation types for basic classical Lie superalgebras.   J. Algebra   362   (2012),   157–177.

Liu, Gongxiang   Super cocommutative Hopf algebras of finite representation type.   J. Algebra   358   (2012),   128–142.

Sun, JuXiang ;   Liu, GongXiang   Representation dimension for Hopf actions.   Sci. China Math.   55   (2012),   no. 4,   695–700.

Huang, Hua-Lin ;   Liu, Gongxiang ;   Ye, Yu   Quivers, quasi-quantum groups and finite tensor categories.   Comm. Math. Phys.   303   (2011),   no. 3,   595–612.

Huang, Hua-Lin ;   Liu, Gongxiang   On quiver-theoretic description for quasitriangularity of Hopf algebras.   J. Algebra   323   (2010),   no. 10,   2848–2863.

Liu, Gongxiang   Classification of finite-dimensional basic Hopf algebras according to their representation type.   Representation theory,   103–124,   Contemp. Math., 478,   Amer. Math. Soc., Providence, RI,   2009.

Liu, Gongxiang   On Noetherian affine prime regular Hopf algebras of Gelfand-Kirillov dimension 1.   Proc. Amer. Math. Soc.   137   (2009),   no. 3,   777–785.

Liu, Gongxiang ;   Li, Fang   Pointed Hopf algebras of finite corepresentation type and their classifications.   Proc. Amer. Math. Soc.   135   (2007),   no. 3,   649–657.

Liu, Gongxiang   On the structure of tame graded basic Hopf algebras.   J. Algebra ， 299   (2006),   no. 2,   841–853.

Liu, Gongxiang ;   Ye, Yu   Monomial Hopf algebras over fields of positive characteristic.   Sci. China Ser. A   49   (2006),   no. 3,   320–329.

Liu, Gongxiang ;   Li, Fang   On strongly groupoid graded rings and the corresponding Clifford theorem.   Algebra Colloq.   13   (2006),   no. 2,   181–196.

Liu, Gongxiang   A note on the global dimension of smash products.   Comm. Algebra   33   (2005),   no. 8,   2625–2627.

Last update:  June. 01,2022