Faculty/Staff Directory
Dr. Xubo Wang
478.475.8617
Professor
| Office Hours: | Monday & Wednesday: 10: 30 AM--12:30 PM Tuesday & Thursday: 10:00 AM--11:00 AM & 1:20PM--2:20PM Or By appointments |
| Locations: (Campus & Office) |
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| Syllabi: |
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| Teaching and Research Interests: | I am interested in teaching mathematics courses at all levels, with particular enthusiasm for Quantitative Reasoning, Mathematics Modeling, Statistics, Calculus, Linear Algebra, Discrete Mathematics, and Differential Equations. My research interests lie in mathematical biology, differential equations, and scholarships of teaching and learning. |
| Courses: | Math 0998-7A Support for Introduction to Mathematical Modeling Math 0998-9A Support for Introduction to Mathematical Modeling Math 1101-7A Introduction to Mathematical Modeling Math 1101-9A Introduction to Mathematical Modeling Math 2260-01 Online Intro Linear Algebra |
| Education: (All institutions attended and degrees or credentials earned) | Ph.D., Applied Mathematics, 2005, University of Louisiana at Lafayette, USA. M.S., Applied Mathematics, 2001, Southeast University, China. B.S., Mathematics Education, 1998, Henan University, China. |
| CV: | Xubo (Lily) Wang Professor of Mathematics Department of Mathematics & Statistics School of Computing Middle Georgia State University CONTACT INFORMATION Office: Mathematics Building 123, Macon Campus Office Phone: (478) 475-8617 E-mail: lily.wang@mga.edu EDUCATION Ph.D., Applied Mathematics, 2005, University of Louisiana at Lafayette, USA. M.S., Applied Mathematics, 2001, Southeast University, China. B.S., Mathematics Education,1998, Henan University, China. TEACHING INTERESTS I am interested in teaching mathematics courses at all levels, with particular enthusiasm for Quantitative Reasoning, Mathematics Modeling, Statistics, Calculus, Linear Algebra, Discrete Mathematics, and Differential Equations. RESEARCH INTERSTS My research interests lie in mathematical biology, differential equations, and scholarships of teaching and learning. SELECTED JOURNAL PUBLICATIONS 1) X. Wang & J. Joe, An Effective Approach to Factoring Trinomials. Georgia Council of Teachers of Mathematics, Reflections, 2025. 2) X. Wang & D. Vogel, Lacing: A Novel Way to Teach Polynomial or Rational Inequalities, MathAMATYC Educator Vol.10, No.2. 2019. 3) Wang, X., & Wang, Y. Discrete Mathematics Education for Information Technology Students. Computer Education, 4, 16-20. 4) Wang, M., & Wang, X. (2008). Existence, Uniqueness and Stability of Positive Steady States to a Prey-Predator Diffusion System. Science in China Series A: Mathematics, 51(1), 1-3. 5) Ackleh, A. S., Deng, K., & Wang, X. (2006). Asymptotic Behavior of Solutions to a Nonlinear Size-Structured Population Model. International Journal of Information and Systems Sciences, 2(3), 316-325. 6) Ackleh, A. S., Deng, K., & Wang, X. (2006). Existence-Uniqueness and Monotone Approximation for a Phytoplankton-Zooplankton Aggregation Model. Zeitschrift für Angewandte Mathematik und Physik (ZAMP), 57, 733-749. 7) Ackleh, A. S., Deng, K., & Wang, X. (2004). Competitive Exclusion and Coexistence for a Quasilinear Size-Structured Population Model. Mathematical Biosciences, 192, 177-192. 8) M. Wang, X. Wang (2001) “Existence of Positive Solutions to a Nonlinear Initial Problem”, Nonlinear Analysis, 44, 1133-1136. |
| Publications and Scholarships: (Last 5 Years) | SELECTED JOURNAL PUBLICATIONS 1) X. Wang & J. Joe, An Effective Approach to Factoring Trinomials. Georgia Council of Teachers of Mathematics, Reflections, 2025. 2) X. Wang & D. Vogel, Lacing: A Novel Way to Teach Polynomial or Rational Inequalities, MathAMATYC Educator Vol.10, No.2. 2019. 3) Wang, X., & Wang, Y. Discrete Mathematics Education for Information Technology Students. Computer Education, 4, 16-20. 4) Wang, M., & Wang, X. (2008). Existence, Uniqueness and Stability of Positive Steady States to a Prey-Predator Diffusion System. Science in China Series A: Mathematics, 51(1), 1-3. 5) Ackleh, A. S., Deng, K., & Wang, X. (2006). Asymptotic Behavior of Solutions to a Nonlinear Size-Structured Population Model. International Journal of Information and Systems Sciences, 2(3), 316-325. 6) Ackleh, A. S., Deng, K., & Wang, X. (2006). Existence-Uniqueness and Monotone Approximation for a Phytoplankton-Zooplankton Aggregation Model. Zeitschrift für Angewandte Mathematik und Physik (ZAMP), 57, 733-749. 7) Ackleh, A. S., Deng, K., & Wang, X. (2004). Competitive Exclusion and Coexistence for a Quasilinear Size-Structured Population Model. Mathematical Biosciences, 192, 177-192. 8) M. Wang, X. Wang (2001) “Existence of Positive Solutions to a Nonlinear Initial Problem”, Nonlinear Analysis, 44, 1133-1136. |
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