Distinguished University Research Professor of Mathematics and Physics 

Institute for Physical Science and Technology

University of Maryland, 

http://yorke.umd.edu/

Dissertation: A nonlinear multistep method for solving stiff initial value problems

Professor

Department of Mathematics

North Carolina State University

https://math.sciences.ncsu.edu/people/mtchu/

Dissertation: Homotopy continuation method for nonlinear equations

Dissertation: A model for the correction of the geometric distortion of multispectral scanner data

Dissertation: The homotopy method for the symmetric eigenvalue problems

Professor

Department of Mathematics and Statistics

University of Missouri-Kansas City

http://r.web.umkc.edu/

Dissertation: On the Galerkin method with vector basis functions

Research Professor

Dept. of Computer Science

Illinois Institute of Technology

https://www.mcs.anl.gov/~hzhang/

Dissertation: Finite approximations of the Frobenius-Perron operator

Professor

Department of Mathematics

The University of Southern Mississippi

https://www.math.usm.edu/jding/

Dissertation: Homotopy methods for solving decient polynomial systems

Professor

Department of Mathematics and Statistics

University of Arkansas at Little Rock

https://ualr.edu/mathematics/faculty-and-staff/wang/

Dissertation: Homotopy methods and algorithms for real symmetric eigenproblems

Distinguished University Professor

Department of Mathematics and Statistics

University of West Florida

https://uwf.edu/hmcse/departments/mathematics-and-statistics/our-faculty/faculty-profiles/dr-kuiyuan-li.html

Dissertation: Homotopy-determinant method for matrix eigenvalue problems and its parallelization

Bernard J. Brommel Distinguished Research Professor

Department of Mathematics 

Northeastern Illinois University

http://homepages.neiu.edu/~zzeng/

Dissertation: Parallel homotopy algorithm for large sparse symmetric eigenproblems

Dissertation: Quasi-Laguerre iteration and its application in solving symmetric tridiagonal eigenvalue problems

Dissertation: Quasi-Laguerre's method and its parallel implementation in solving symmetric tridiagonal eigenvalue problems

Dissertation: A scalable algorithm for non-symmetric eigenvalue problems

Dissertation: Hausdor dimension of invariant sets for expanding and hyperbolic systems

Dissertation: Convergence of several iterative methods

Dissertation: Polyhedral homotopy and its applications to polynomial system solving

Dissertation: Finding all isolated roots of polynomial systems in Cn via stable mixed volume

Professor, Department Chair

Department of Mathematics and Statistics

California State University Long Beach 

Dissertation: Determining the Jordan normal form of a matrix

Dissertation: Solving polynomial systems in C^n by polyhedral homotopies

Dissertation: Balancing lifting values to improve numerical stability of polyhedral homotopy methods

Associate Professor

Department of Mathematics 

Tamkang University

https://www.math.tku.edu.tw/en/wu,meng-nien

Dissertation: A rank-revealing method for low rank matrices with updating, downdating, and applications

Associate Professor

Department of Applied Mathematics

National Sun Yat-sen University

http://www.math.nsysu.edu.tw/~leetsung/

Dissertation: Algorithms for solving polynomial systems by homotopy continuation method, and its parallelization

Dissertation: Total degree and mixed volume

Lecturer

Department of Mathematics

Purdue University

https://www.math.purdue.edu/people/bio/zhang500

Dissertation: Projective path tracking for homotopy continuation method

Assistant Professor

Department of Mathematics and Computer Science

Auburn University at Montgomery 

http://www.tianranchen.org/

Dissertation: Computing tensor eigenpairs using homotopy methods

Instructor - Assistant Professor

Department of Mathematics

Bellevue College

Dissertation: A linear homotopy method for computing generalized tensor eigenpairs

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