Zhanbo Yang

Zhanbo Yang, Ph.D.

Professor, Mathematics Office Location: Bonilla Science Hall, Room 208 Phone: (210) 283-5008

Dr. Yang has served the School of Mathematics, Sciences and Engineering at 91³ÉÈË since 1997, with a five years excursion to industry. Prior to that, he taught at Shawnee State University in Portsmouth, Ohio. He is a professor in the Department of Mathematics and Statistics.

Other than teaching his favorite subject of mathematics, he has also served in various roles at 91³ÉÈË including Associate Dean of the School of Mathematics, Science, and Engineering, Vice President of the 91³ÉÈË Faculty Senate, and department chair.

In his spare time (if any), he likes to play music with the San Antonio Chinese Orchestra or enjoy photography of landscaping and wildlife.

  • Ph.D. Auburn University, Auburn, AL., Mathematics, 1989
  • M.S. Heilongjiang University, Harbin, China, Mathematics, 1985
  • B.S. Heilongjiang University, Harbin, China, Mathematics, 1982
  • Shawnee State University, 1989 - 1997
  • 91³ÉÈË, 1997 - 2000 and 2005 - Present
  • Oberthur Gaming Technology, 2000 - 2005

A list of publications can be made available upon request.

  • General Topology
  • Mathematical Modelling
  • General Systems Theory

Courses Taught by Level

Freshmen and Sophomore Level

Basic Algebra, Pane Geometry and Algebra, Math Core Course (Math for Liberal Arts), Mathematics Topics for Elementary Teachers I and II, Business Math, College Algebra I and II, Trigonometry and Analytic Geometry, Principle of Statistics, Pre-Calculus, Calculus I and II, Linear Algebra, Programming for Mathematics, Sciences and Engineering.

Junior and Senior Level

Calculus III and IV, Ordinary Differential Equations, Intermediate Analysis, Real Analysis, Modern Algebra I and II, Matrix Theory, Numerical Analysis, Foundation of Higher Math, Abstract Algebra and Number Theory, History of Mathematics, Mathematics Modeling.

Graduate Level

Advance Geometry; Topology I; Introduction to Analysis; Real and Complex Analysis I and II; Linear Algebra and Matrix; Selected Topic: Numerical Analysis I and II.