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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
MA107A 线性代数 A Linear Algebra A
后续课程、其它学习规划
Courses for which this
course is a pre-requisite
其它要求修读本课程的学系
Cross-listing Dept.
课程介绍在按照摩尔定律发展的半导体技术驱动下,随着算力和数据的高速增长,大数据如何成为
类似瓦特蒸汽机的新一轮工业革命推手。本课程从半导体技术发展开始,着重讲解从低功耗 IoT 节
点到边缘计算再到云端数据中心的相关技术的基本概念,结合产业界案例介绍具体的应用和技术路
线的演进。
This course is about the historical phenomenon that driven by modern semiconductor technologies that
follows Moore’s law, the amount of computing power and data available has grown unprecedentedly, making
big data the powerhouse of the next industrial revolution like Watt’s steam engine did in the 18th century.
This course starts from the evolution of semiconductor technologies (sand) and ends in the latest progress
in cloud computing (cloud). While elaborating basic concepts such as low-power IoT nodes, edge-computing
and cloud computing at data centers, it also addresses the evolution of relevant industries with several case
studies.
希望学生掌握大数据采集处理的基本手段,了解大数据背后计算机和通信技术的发展,和大数据在
相关行业领域的落地方向,掌握相关方向正确方法论,认清人工智能热潮中的真伪命题,能够识别
并跟踪具备真正价值的方向,在此基础上寻找创新的机会。
The course is taught in English, bearing in mind that fellow students shall learn basic methods of bigdata
collection and processing, understand the development of computer engineering and communication
technologies that drives bigdata and relevant application fields of bigdata, learn to build their own
methodology and be able to identify pitfalls in industrial hypes such as the recent AI hype. More importantly,
students are expected to master the way to identify “real problems” among many potential directions before
they can devote them to solving these problems with innovation.
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.)