统计学专业助理教授
 电子邮箱: alicemwhui@uic.edu.hk
 办公地点: T3-502-R4

 教育经历
  • 香港大学  教师资格证
  • 香港大学  哲学博士(数学)
  • 香港中文大学  理学士(数学)
 研究与工作经历
  • 北京师范大学-香港浸会大学联合国际学院  统计学专业  助理教授  
  • 南非夸祖鲁纳塔尔大学  数学、统计学及计算机科学学院  博士后
  • 香港中文大学  数学系  研究助理 (兼职)
 研究领域与科研方向
  • 图论、有限几何、组合学(设计理论) 、教学方法
 主要科研成果

 1、科研论文

  • Alice M.W. Hui, Bernardo Rodrigues. Switched graphs of some strongly regular graphs related to the symplectic graph, Designs, Codes and Cryptography (2017), available online.
  • Alice M.W. Hui. A geometric proof of Wilbrink's characterization of the even order classical unitals. Accepted by Innovations in Incidence Geometry.
  • Alice M.W. Hui. Extending some induced substructures of an inversive plane. Designs, Codes and Cryptography 79 (2015), 611–617.
  • Alice M.W. Hui, Yee Ka Tai, Philip P.W. Wong. On the autotopism group of the commutative Dickson semfield K and the stabilizer of the Ganley unital embedded in the semfield plane Pi(K). Innovations in Incidence Geometry 14 (2015), 27-42.
  • Alice M.W. Hui, Philip P.W. Wong. On embedding a unitary block design as a polar unital and intrinsic characterization of the classical unital. Journal of Combinatorial Theory, Series A 122 (2014), 39-52. Open access.
  • Alice M.W. Hui, Hiu Fai Law, Yee Ka Tai, Philip P.W. Wong. A note on unitary polarities in finite Dickson semfield planes. Journal of Geometry 106 (2014), 175-183.
  • Alice M.W. Hui, Hiu Fai Law, Yee Ka Tai, Philip P.W. Wong. Non-classical polar unitals in finite Dickson semfield planes. Journal of Geometry 104 (2013), 469-493. Open access.
  • Alice M.W. Hui, Philip P.W. Wong. Non-classical polar unitals in finite Figueroa planes. Journal of Geometry 103 (2012), 263-273. Open access.
 基金

国家自然科学基金青年科学基金, 项目批准号 11701035, 項目負責人, 2018-2010

 授课课程
  • 线性代数I
  • 微积分I
  • 微积分II