國立中興大學教學大綱
課程名稱 (中) 機率(2355)
(Eng.) Probability
開課單位 電資學士
課程類別 必修 學分 3 授課教師 陳後守
選課單位 電資學士 / 學士班 授課使用語言 中文 英文/EMI 開課學期 1111
課程簡述 In this course, the students will learn the basic concept of probability and its application to the advanced courses. The contents of this course is consisting of

    
(1) The axioms of probability
(2) Discrete random variable: PMF
(3) Continuous random variable: CDF and PDF
(4) Vector random variables: joint PMF, CDF, and PDF
(5) Sum of random variables
先修課程名稱
課程含自主學習 N
課程與核心能力關聯配比(%) 課程目標之教學方法與評量方法
課程目標 核心能力 配比(%) 教學方法 評量方法
1. Learn the basic concept of probability theory.
2. Use the probability knowledge for advanced courses.
習作
討論
講授
作業
測驗
授課內容(單元名稱與內容、習作/每週授課、考試進度-共18週)
週次 授課內容
第1週 1st week: syllabus, Introduction to probability (Chapter 1
第2週 2nd week: Probability axioms, sample space, event, permutation, (Chapter 2)
第3週 3rd week: Conditional probability, independent events, total probability, Bayes’rule
第4週 4th week: Discrete random variable (RV) and PMF (Chapter 3)
第5週 5th week: Expected and Variance of RV, conditional PMF (HW #1, due)
第6週 6th week: Some important discrete random variable
第7週 7th week: Continuous RV, CDF, and PDF (Chapter 4, HW #2, due)
第8週 8th week: Some important RV, Gaussian RV (HW #3, due)
第9週 9th week: 11/2 midterm exam 期中考 (Chapter 2, 3, and 4)
第10週 10th week: Function of a random variable
第11週 11th week: Markov and Chebyshev inequality, and transform method
第12週 12th week: Two random variables and joint CDF and PDF (Chapter 5, HW #4, due)
第13週 13th week: Conditional CDF and PDF, independence
第14週 14th week: Functions of two RVs, Gaussian RVs (HW #5, due)
第15週 15th week: Vector random variables (Chapter 6)
第16週 16th week: Functions of RV (HW #6, due)
第17週 17th week: jointly Gaussian
第18週 18th week: 01/4 final exam 期末考 (Chapter 4, 5, 6)
學習評量方式
Homework 30%
Midterm exam. 35%
Final exam. 35%
教科書&參考書目(書名、作者、書局、代理商、說明)
Alberto Leon-Garica, Probability and Random Processes for Electrical Engineering, 2nd ed. Addison-Wesley.
課程教材(教師個人網址請列在本校內之網址)
iLearning3
課程輔導時間
Wed: 12:00-13:00, 16:00-17:00
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更新日期 西元年/月/日:2022/07/04 14:36:15 列印日期 西元年/月/日:2024 / 4 / 29
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