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2
11.
授课方式
Delivery Method
讲授
Lectures
习题/辅导/讨论
Tutorials
实验/实习
Lab/Practical
其它(请具体注明)
Other(Please specify)
总学时
Total
学时数
Credit Hours
48 48
12.
先修课程、其它学习要求
Pre-requisites or Other
Academic Requirements
MA102B、MA107A;MA212
13.
后续课程、其它学习规划
Courses for which this course
is a pre-requisite
无
14.
其它要求修读本课程的学系
Cross-listing Dept.
无
教学大纲及教学日历 SYLLABUS
15. 教学目标 Course Objectives
本课程的教学目标是:使学生理解机器学习中大量的学习算法,理解如何评估学习算法优缺点和如何挑选模型,并能够对
常用的机器学习算法进行编程。机器学习方面主要包括了线性模型、支持向量机、核方法、人工神经网络、聚类和降维等
主题。此外,本课程还将详细介绍机器学习在医学图像分割、配准、预测、分类等方面的应用,锻炼学生运用机器学习解
决医学实际问题的能力,并以小组的形式完成一次课课题研究。
The goal of this course is understanding a large number of learning algorithms in machine learning and knowing how to
evaluate the learning algorithm and how to select models. Implementing in code common machine learning algorithms.
Machine learning mainly includes linear model, support vector machine, kernel method, artificial neural network,
clustering and dimension reduction, etc. topics. In addition, this course will also introduce the application of machine
learning in medical image segmentation, registration, prediction, classification, etc. fields. Training students' ability to
solve practical medical problems by machine learning. Students will complete a course research in the form of a group.
16.
预达学习成果 Learning Outcomes
通过学习,本课程预达下列学习成果:
1. 对机器学习有基础的认识
2. 掌握常用的机器学习算法
3. 了解机器学习在医学各个方面的应用
4. 以小组的形式,研究一个具体的医学应用问题,阅读相关研究文献,尝试使用机器学习方法对相关问题进行解
决。在课程上完成小组汇报,展示研究成果。
After one semester of course study, we plan to achieve the following goal:
1. Have a basic understanding of machine learning
2. Master commonly used machine learning algorithms
3. Knowing applications of machine learning in medicine
4. In the form of group, study a specific medical application problem, read related research literatures, and try to
use machine learning methods to solve this problem. Show the group research results and complete the