Jaeyoun Oh

Dr. Jaeyoun Oh is an instructor of mathematics at Florida Polytechnic University. Before joining Florida Poly, she spent a year at the University of Southern Mississippi (USM) as a visiting assistant teaching professor after her graduation in 2018. She also worked as a graduate teaching assistant in the math department at USM and taught her own sections of undergraduate level math courses. As a Ph.D. student, she was a founding officer of the USM chapter of the Association for Women in Mathematics. Her research interests are focused on solving PDEs by using mesh-free methods, and they include the development of novel techniques and the designs of adaptive algorithms.

Education

• Ph.D. in Computational Science with an emphasis in Mathematics, University of Southern Mississippi, 2018
• M.S. in Computational Mathematics, University of Southern Mississippi, 2012
• B.E. in Mechanical Engineering, Korea Aerospace University, 2005

Expertise

• Adaptive mesh-free methods
• Radial basis functions-collocation method
• Method of fundamental solutions
• Transformed angular basis functions
• Boundary value problems

Select Publications

• Oh, J. * Zhu, H. (2019). An Adaptive Method of Fundamental Solutions for Solving the Laplace Equation. Computers and Mathematics with Applications, Elsevier, 77(7), 1828-1840.
• Oh, J. * Zhu, H., Li, X., & Wang, Y. (2018). The Method of Transformed Angular Basis Function for solving the Laplace Equation. Engineering Analysis with Boundary Elements, 93, 72-82.