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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
SME202 集成电路基础 II-数字集成电路
Fundamentals of Integrated Circuit II- -Digital Integrated Circuit
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
本课程为微电子学院选修课,主要关于深度学习算法及其硬件实现与应用。其它专业学
生如果想学习相关知识也可选修本课程。
This course is an elective course in the School of Microelectronics, mainly about deep
learning algorithms and their hardware implementation and applications.Students in
other majors can also take this course if they want to learn relevant knowledge.
其它要求修读本课程的学系
Cross-listing Dept.
本课程旨在通过基于华为人工智能软硬件平台来培养本科生在机器学习芯片设计及其微处理器芯片设计的兴趣与能力。本
课程分为四个部分:1.对机器学习算法理论的学习;2.通过软件使用机器学习算法对模型进行训练(例如分类与聚类模
型);3.计算机架构理论的学习;4.对上述机器学习模型运用华为人工智能开发套件进行硬件实现。通过该课程培养学生
将掌握机器学习与神经网络的基本原理,学会并培养分析解决机器学习问题的能力,并将算法实现在硬件中,为今后从事
人工智能芯片设计科研及开发工作打下良好的专业基础。
This course aims to cultivate students’ interest and ability in machine learning chip design and microprocessor chip
design based on Huawei’s artificial intelligence software and hardware platform. This course is divided into four parts:
1.Learning machine learning algorithm theory. 2.Training machine learning models on software platform (such as
classification and clustering models). 3.Learning computer architecture theory. 4.Implementing the above-mentioned
machine learning model in hardware using Huawei's artificial intelligence development kit. Through this course, students
will master the basic principles of machine learning and neural networks, learn and cultivate the ability to analyse and
solve machine learning problems, and implement algorithms in hardware, which will lay the professional foundation for
future research and development of artificial intelligence chip design.
本课程将着眼于作为下一代深度学习神经网络超低功耗高通量人工智能芯片教学工作,致力于让学生们了解人工智能所面
临的核心技术难题,通过培养学生理论与动手能力深入探索新架构、新器件和新电路。课程基于华为人工智能软硬件平台
培养学生掌握机器学习与神经网络的基本原理,提高分析解决机器学习问题的能力,并将算法实现在硬件中,通过培养学
生理论与动手能力,为今后从事人工智能与芯片设计科研及开发工作打下良好的专业基础。
This course will focus on teaching work of ultra-low-power high-throughput artificial intelligence chips for the next
generation of deep learning neural network. It is committed to let students understand the core technical problems faced
by artificial intelligence, and explore new architecture, new devices and new circuits by cultivating students’ theoretical
and practical skills. The course is based on Huawei's artificial intelligence software and hardware platform to train
students to master the basic principles of machine learning and neural networks, improve their ability to analyse and
solve machine learning problems, and implement algorithms in hardware. By cultivating students' theoretical and
practical skills, the course will lay the professional foundation for future research and development of artificial
intelligence chip design.