Dr. Guanghua Zhao

Dr. Guanghua Zhao

   Associate Professor in Mathematics

   Office:  Science & Technology 222

   Phone: (910) 672-1500

   Email: gzhao@uncfsu.edu

   Personal Homepage: http://faculty.uncfsu.edu/gzhao/


BIOGRAPHY

Dr. Zhao received a PhD degree in Mathematics from Wayne State University and a master degree in Computer Science from North Carolina State University, Dr Zhao has taught at Fayetteville State University since 1990. His hobbies include traveling and listening to music.

TEACHING

MATH 121 Introduction to College Algebra
MATH 123 College Algebra
MATH 124 Trigonometry
MATH 129 Precalculus Mathematics I
MATH 130 Precalculus Mathematics II
MATH 131 Algebra and Trigonometry
MATH 140 Applied Calculus
MATH 142 Calculus w/ Anal Geom I
MATH 241 Calculus w/ Anal Geom II
MATH 242 Calculus w/ Anal Geom III
MATH 250 Discrete Mathematics II
MATH 331 Differential Equations
MATH 412 Advanced Calculus
MATH 492 Complex Variables
MATH 507 Linear Algebra I
MATH 521 Real Analysis I
MATH 541 Complex Analysis I
MATH 611 Linear Algebra II
MATH 621 Real Analysis II
MATH 641 Complex Analysis II
MATH 651 Functional Analysis

RESEARCH INTERESTS

Banach Algebras, C*-Algebras, Operator Theory, Harmonic Analysis, Numerical Analysis, Parallel Computing

SELECTED PUBLICATIONS

Zhao, G. (2016) Database Replication for Optimal Performance in Parallel BLAST, Proceedings of 2016 International Conference on Computational Science and Computational Intelligence, vol. 2016, pp. 608-611. 
Zhao, G. (1996). Completely bounded multilinear forms on C(X)-spaces. Proceedings of the Royal Irish Academy, 96A(1), 111-122.
Zhao, G. (1995). Algebras of multilinear forms on groups. Contemp. Math., 189, 497-511.  
Zhao, G. (1984). On cyclic vectors of backward weighted shifts. Journal of Mathematical Research and Exposition, 4(3), 1-6.  
Zhao, G. (1996). Completely bounded multilinear forms on groups (1996th ed., vol. 17, pp. 88). Abstracts of Papers Presented to the American Mathematical Society.  
Zhao, G. (2008). A Two Level Master-Worker Approach to Parallelization of BLAST. Raleigh, NC: North Carolina State University.