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其它(请具体注明)
Other(Please specify)
先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
计算机系全部课程
All courses of CS department
其它要求修读本课程的学系
Cross-listing Dept.
本课程的正式名称应为“计算机科学导论 A”。“计算机科学导论 A” 课程给予有志于以计算机科学为专业方向的一年级学生一
个有关计算机科学之基础及其重要领域的介绍。其教学目标为:通过讲授计算的基础概念和计算机系统的基本工作原理,
让学生了解计算机的计算能力和用计算机解决问题时的必要工作;并且通过介绍计算机科学的各个重要领域,让学生知晓
计算机科学的各种应用以及计算机科学的前沿研究方向和挑战性问题。
The formal title of this course should be “Introduction to Computer Science A”. This course gives first-year students
interested in computer science as their major an introduction to the basis of computer science and its important fields.
The teaching objectives of the course are: to teach students the fundamental concepts of computation and the basic
working principles of computer systems, so that they can understand the computational ability of computers and
necessary work of solving problems with computers; to let students know various applications of computer science as
well as the frontier research directions and challenging problems in the current computer science by introducing its
various important fields.
“计算机科学导论 A” 课程预达学习成果为:学生能够理解什么是计算,什么是原理上可计算,什么是实用上可计算,什么
是算法,计算机系统的基本工作原理,并且应该了解软件工程、知识工程与人工智能、信息安全性工程等重要领域提供的
方法论和工具,以及当前计算机科学的前沿研究方向和挑战性问题。
The learning outcomes of the course are: students can understand what is computation, what is computability in
principles, what is computability in practice, what is algorithm, and the basic working principles of computer systems;
Students should know methodologies and tools provided by software engineering, knowledge engineering and AI,
information security engineering, and other important fields, and the frontier research directions and challenging
problems in the current computer science.
课程内容及教学日历 (如授课语言以英文为主,则课程内容介绍可以用英文;如团队教学或模块教学,教学日历须注明
主讲人)
Course Contents (in Parts/Chapters/Sections/Weeks. Please notify name of instructor for course section(s), if
this is a team teaching or module course.)