麻豆传媒

Program Goals and Learning Outcomes

Program Goals:

1. Ensure all students develop a strong foundation in fundamental mathematical disciplines. Mathematics is an essential part of human culture and the basis of a liberal education necessary for every modern professional.
2. Foster students鈥� ability to think critically, defend their viewpoints, formulate problems, and develop problem-solving strategies, crucial skills for success in any field.
3. Teach students to use mathematical methods and modern computational technologies in real-world applications, expanding their capabilities as specialists in various domains.
4. Prepare graduates who can comprehensively analyze problems and processes in the natural and social sciences, effectively applying mathematical models and computational approaches.
5. Equip students with a systematic approach to problem-solving, enabling them to construct and apply mathematical models for describing and predicting various phenomena in both social and natural systems.
6. Ensure that graduates possess the knowledge and skills necessary to adapt to changing professional environments, engage in interdisciplinary projects, and meet the demands of the modern job market.

Program Learning Outcomes:

Upon successful completion of the program, students will be able to:

1. Apply mathematical reasoning and problem-solving techniques to analyze and interpret real-world phenomena.
2. Develop and implement mathematical models to address complex problems in science, engineering, and business.
3. Utilize modern computer technologies and programming languages for computational mathematics, data analysis, and algorithm development.
4. Critically evaluate mathematical approaches and select appropriate methodologies for solving specific problems.
5. Communicate mathematical concepts, findings, and technical results effectively to expert and non-expert audiences.
6. Demonstrate proficiency in using mathematical and statistical software tools for numerical and symbolic computations.
7. Integrate knowledge from various disciplines to develop interdisciplinary solutions for scientific and applied problems.
8. Conduct independent research, analyze results, and contribute to the advancement of applied mathematics and informatics.
9. Work effectively in teams, demonstrating leadership, collaboration, and adaptability in professional settings.
10. Apply applied mathematics and informatics knowledge to the industry, academia, and research institution's project-based tasks.
11. Adapt to evolving technological and scientific challenges, maintaining lifelong learning and continuous professional development.