东南大学2015年度级数学与应用数学本科专业培养方案
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东南大学2015级信息与计算科学本科专业培养方案Undergraduate Program for Specialty in Information and Computing Sciences
(Southeast University, 2015)
门类:理学专业代码:070102 授予学位:理学学士
Major:Science Discipline Code:070102 Degree Conferred:Science
学制:四年制定日期:2015年5月
Duration:Four Years Time:04/10/2015
一. 培养目标
本本专业培养德智体美全面发展,具有良好的数学基础和数学思维能力、较宽的知识面,掌握信息或计算科学的基本理论、方法与技能,受到科学研究的初步训练,具有创新意识和创新能力的高级专门人才。同时,培养学生具有开阔的视野,将信息及计算科学在金融、计算机及工程等领域进行实际应用的能力。
cational Objectives
This program aims to nurture cross-disciplinary talents who have solid mathematical knowledge, strong ability to analyze data, and broad knowledge in related disciplines, and obtain basic theories, methods, and techniques in Information and Computing Sciences. Further, benefiting from the program, they will broaden their view of specialty field and be able to use information and computing science solving realistic problems in finance, computer and other engineering fields.
二. 毕业生应具有的知识、能力、素质
1. 具有坚实的数学和自然科学基础、系统的专业知识,受到严格的科学思维训练,掌握信息科学与计算科学的基础理论和基本方法;
2. 具有主动学习、概括总结和获取信息的能力,具有较强的创新意识和创新实践能力以及良好的文字和口头表达能力;
3. 具备熟练使用计算机(包括常用语言、工具及数学软件)的基本技能,具有较强的数学建模能力、算法设计与优化能力、编程能力、程序调试和分析能力,能运用所学的理论、方法和技能解决信息科学、数学科学以及科学与工程计算领域中的某些实际数学问题;
4. 受到科学研究的初步训练,了解应用数学与计算科学的理论、技术与应用的新发展,具有较强的知识更新、技术跟踪与创新能力,具有一定的科研能力;
5. 具有良好的思想道德素质、文化素质、心理素质和身体素质。
2. Expected Knowledge and Abilities of Students
(1) gain solid foundation in mathematics and natural science, organized comprehension of specialist knowledge, rigorous training in scientific and mathematical ways of thinking in Information and Computing Mathematics;
(2) have the ability to initiatively learn, summarize, acquire knowledge, strongly gain innovative ideas and practice, and good skills of writings and presentations;
(3) have the fundamental ability to proficiently utilize computers (including their programming languages, mathematical toolkits and software), algorithm design and analysis, and obtain skills on some level in establishing mathematical models to solve real-world problems in information and computing sciences;
(4) benefit from basic training in scientific research, know the theories, approaches, and new findings in practice in applied mathematics and computing science, and gain the strong ability of information updation, technology tracking, and creative ideas, thus obtain some level of research capability;
(5) be good moral, cultural, spiritual and physical qualities.
三. 主干学科与相近专业
主干学科:数学
相近专业:数学与应用数学、计算机科学与技术、金融数学。
3. Core Subjects and Related Majors
Core Subjects: Mathematics;
Related Majors: Pure and Applied Mathematics, Computer Science & Technology, Financial Mathematics
四. 主要课程
1.通识教育基础课
马列课、德育课及文化素质教育类课程、大学英语、大学物理、计算机基础、程序设计、体育等。
2.大类学科基础课及专业主干课
数学分析、高等代数、解析几何、常微分方程、复变函数、概率论、学科概论、科学计算引论、高等数值分析、数学物理方法、微分方程数值解、最优化方法、金融模型及计算等。
4. Main Courses
(1) Basic Courses for General Education
Fundamental Principles of Marxism, Conspectus of Mao Zedong Thought and Socialism with Chinese Characteristics, College English, College Physics, College Computer Fundamentals, Computer Programming and Algorithm Design, Physical Education etc.
(2) Basic Courses in General Disciplines and Common Core Courses in Specialty
Mathematical Analysis, Advanced Algebra, Analytic Geometry, Ordinary Differential Equations, Complex Variable Function, Probability Theory, Introduction to Discipline, Introduction to Scientific Computing, Advanced Numerical Analysis, Equation of Mathematical Physics, Numerical Method of Differential Equations, Optimization Method, Financial Modeling and its Computing etc.
五. 主要实践环节
军训、计算机综合课程设计、工业系统认识、数学软件基础、课外研学、Matlab编程与应用、毕业设计、社会实践等。
5. Main Practical Trainings
Military Orientation, Computer Synthesis Analysis, Introduction of Industrial Systems, Basic Mathematical Software, Extracurricular Research Study, Matlab: A Practical Introduction to Programming and Problem Solving (Bilingual), Graduation Project, Social Practice etc.
六. 双语教学课程
复变函数,Matlab编程与应用,图论与组合优化,金融数学。
6. Bilingual Course
Complex Variable Functions,Matlab: A Practical Introduction to Programming and Problem Solving (Bilingual), Graphing and Optimizing, Financial Mathematics.
七. 全英文教学课程
无。
7.English Course
No.
八 .研究型课程
数学文化与欣赏、数学概论、数学建模与数学实验、科学计算案例分析、数学分析研讨、科学计算前沿选讲、科技论文写作基础等。
8.Research-Oriented Course