科研情况:
1. 项目:
[1] 量子群与Terwilliger代数的相关问题研究,国家自然科学基金项目(11401282),主持,2015-2017
[2]双参数量子群、弱Hopf代数及相关的代数组合问题研究,河北省自然科学基金项目(A2018408009),主持,2018-2021
[3] 熵数估计、环与Hopf代数及其相关联的代数组合结构,河北省教育厅
省属高校优秀科研创新团队项目(JYT202102),主持,2021-2024
[4] EKR定理,Hopf代数及其相关联的代数组合结构,河北省自然科学基金项目(A2013408009),主研(第二),2013-2016
[5]与结合方案相关的代数组合问题,河北省教育厅重点项目(ZH2012082),主研(第二),2012-2014
2. 主要论文:
[1] Junli Liu*, Wei Jiang, Xuedong Zhang, Error-correcting Codes based on Partial Linear Maps of Finite-dimensional Vector Spaces, Journal of Combinatorial Optimization (2022), 44:1377–1386
[2] Junli Liu*, Wei Jiang, Qiuli Xu, Leonard pairs constructed from the quantum algebra $nu_q(sl(2))$,Journal of Mathematics (2020), 40: 1-6
[3] Junli Liu*, Qiuli Xu, Wei Jiang, The equitable presentation for the quantum
group vq(sl2), Journal of Mathematical Physics (2019), 60(9): 091703-1-14
[4] Yanfang Qi, Fenyan Liu and Junli Liu*,Error-correcting codes based on
partial injective maps of finite sets, Journal of Combinatorial Mathematics and Combinatorial Computing (2018),107:267-276
[5] Jun Guo and Junli Liu*, Deterministic construction of compressed sensing
matrices based on semilattices, Journal of Combinatorial Optimization (2018), 35(1): 148-161
[6] Jialei Chen and Junli Liu*, R-matrix for the two-parameter quantum superalgebra, Journal of Mathematical Physics (2016), 57(2): 021706-1-13
[7] Fenyan Liu andJunli Liu*, A new construction of pooling designs based on bilinear forms, Ars Combinatoria (2015), 120: 97-103
[8] Junli Liu*, Wei Jiang, Baohuan Zhang, Qiuli Xu, Lattices associated with partial linearmaps of finite vector spaces,Ars Combinatoria (2014), 114卷:97-103
[9] 徐秋丽,张宝环,姜伟,刘军丽,有限集合的部分映射生成的格,数学杂志(2014),34(6):1085-1090
[10] Baohuan. Zhang*, Qiuli Xu, Wei Jiang, Junli Liu, Lattices generated by partial injective maps of finite sets,Ars Combinatoria (2014),115:55-61
[11] Wei Jiang*, Junli Liu, Qiuli Xu, Baohuan Zhang, Lattices Associated with Partial InjectiveLinear Maps of Finite Vector Spaces, Foundations of Intelligent Systems (2014), 277:779-787
[12] Junli Liu andShilin Yang*, Lusztig symmetries and Poincare-Birkhoff-Witt basis for wUr,sd(osp(1|2n)),Journal of mathematical physics (2013), 54(12): 121704- 1-27
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