Sustainable Development Goals
Abstract/Objectives
1. Mathematical modeling is an important way to mathematics to solve realistic problems, and mathematical models are the bridge between mathematical theory and realistic problems. This course focus on interdisciplinary capabilities by introducing mathematical problems arising from science, finance, engineering and other fields, as well as mathematical methods used in them , such as continuous, discrete, optimization, data analysis, and numerical computation.
2. By case studies, students are required to explore mathematical modeling skills, propose feasible solutions, and improve writing skills. In the process of modeling, students are trained to discover new mathematical problems and develop new mathematical theories to solve the problems(SDG9).
Results/Contributions
This course enables students to solve realistic problems using mathematical modeling. Specifically, students understand problems, propose hypotheses, construct models, solve the model and perform numerical experiments, analyze the results, and compare them with existing data. Repeat the above steps to fix the obtained model. Students are asked to modify the existing mathematical concepts to create new mathematical problems (SDG9). Also in order to promote partnership for achieving goals, students are encouraged to do projects by teamwork (SDG17).
Keywords
Mathematical modelingMathematical modelInterdisciplinary studyTeamwork
Contact Information
蔡志強
tsaijc.math@gmail.com