Chong Zhao
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Paper Publications
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[1]  . Essential normality of quasi-homogeneous quotient modules over the polydisc.  SCIENCE CHINA Mathematics,  2019. 

[2]  . Essential Normality of Homogenous Quotient Modules Over the Polydisc: Distinguished Variety Case.  INTEGRAL EQUATIONS AND OPERATOR THEORY,  2018. 

[3]  . Essentially normal homogeneous quotient modules on the polydisc.  Advances in Mathematics,  2018. 

[4]  Liu, Xiaolu. Identifying clique influences in hypergraphs via the simplicial complex with applications in scientific collaborations.  Chaos,  35,  2025. 

[5]  郭坤宇 , 王鹏辉  and 赵翀. Essentially normal quotient weighted Bergman modules over the bidisk and distinguished varieties.  Advances in Mathematics,  432,  2023. 

[6]  赵翀  and Liu, Xiaolu. Eigenvector centrality in simplicial complexes of hypergraphs.  Chaos,  33,  2023. 

[7]  刘晓露  and 赵翀. A converging reputation ranking iteration method via the eigenvector..  Plos one,  17,  e0274567, 2022. 

[8]  王鹏辉  and 赵翀. Essential normality of quasi-homogeneous quotient modules over the polydisc.  SCIENCE CHINA Mathematics,  62,  2019. 

[9]  Chong Zhao. Boundedness of projected composition operators over the unit disc.  Journal of MATHEMATICAL ANALYSIS AND APPLICATIONS,  467,  521, 2018. 

[10]  王鹏辉  and 赵翀. Essentially normal homogeneous quotient modules on the polydisc.  Advances in Mathematics,  339,  2018. 

TOTAL  14  PIECE  1/2 
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Associate Professor
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Gender : Male

Alma Mater : Fudan University

Education Level : With Certificate of Graduation for Doctorate Study

Degree : Doctor

Status : Employed

School/Department : Shandong University

Date of Employment : 2014-07-18

Faculty/School : School of Mathematics

Discipline:Fundamental Mathematics

Business Address : B817

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