1583 - 機率論
Probability
教育目標 Course Target
建立學生對於機率概念、隨機變數、機率分配、及期望值性質等相關知識有基本的認識，培養未來修習數理統計課程的能力。 內容包括排列組合、機率公設、條件機率與獨立、單一離散隨機變數、單一連續隨機變數、多個變量隨 機變數、期望值及轉換
Establish students' basic understanding of relevant knowledge such as probability concepts, random variables, probability distribution, and properties of expected values, and cultivate their ability to study mathematical statistics courses in the future. Content includes permutations and combinations, probability postulates, conditional probability and independence, single discrete random variable, single continuous random variable, multiple variable random variables, expected value and transformation
課程概述 Course Description
訓練學生有隨機試驗及機率空間的概念。�提供學生機率論的基本知識，作為爾後進一步探討隨機現象，諸如隨機過程、等候理論等之工具。
Train students to have the concepts of random experiments and probability spaces. � Provide students with basic knowledge of probability theory as a tool for further exploring random phenomena, such as random processes, waiting theory, etc.
參考書目 Reference Books
S. Ross (2019) A First Course in Probability (10th Edition), Pearson.
S. Ghahramani (2018) Fundamentals of Probability with Stochastic Processes (4th Edition), CRC Press.
S. Ross (2019) A First Course in Probability (10th Edition), Pearson.
S. Ghahramani (2018) Fundamentals of Probability with Stochastic Processes (4th Edition), CRC Press.
評分方式 Grading
| 評分項目 Grading Method |
配分比例 Percentage |
說明 Description |
|---|---|---|
|
Quizzes Quizzes |
20 | |
|
Midterm Exam Midterm Exam |
33 | |
|
Final Exam Final Exam |
33 | |
|
出席與參與 Attendance and participation |
14 |
授課大綱 Course Plan
點擊下方連結查看詳細授課大綱
Click the link below to view the detailed course plan
相似課程 Related Courses
| 課程代碼 Course Code |
課程名稱 Course Name |
授課教師 Instructor |
時間地點 Time & Room |
學分 Credits |
操作 Actions |
|---|---|---|---|---|---|
|
必修-1580
|
統計系2A 沈葆聖 | 三/1,五/1,2 | 3-0 | 詳細資訊 Details |
課程資訊 Course Information
基本資料 Basic Information
- 課程代碼 Course Code: 1583
- 學分 Credit: 3-0
-
上課時間 Course Time:Monday/7,8,9
-
授課教師 Teacher:王榮琮
-
修課班級 Class:統計系2B
-
選課備註 Memo:人工加選
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