描述
概率公理；条件概率与独立性；随机变量；分布：二项、泊松、超几何、正态、伽玛；中心极限定理；抽样分布；点估计：极大似然、矩估计法；置信区间；假设检验：一总体与两总体；工程应用：验收抽样、控制图、可靠性。
先修课程
- 先决条件：MATH 2004 并且注册于工程学院或物理系的理学学士课程（双荣誉数学与物理除外）。
条件与方式
- 不予额外学分：不予额外学分：BIT 2000、BIT 2009、BIT 2100（不再开设）、BIT 2300（不再开设）、DATA 1517、ECON 2201（不再开设）、ECON 2210、STAT 2507、STAT 2605、STAT 2601 和 STAT 2606。
- 先决条件：MATH 2004 并且注册于工程学院或物理系的理学学士课程（双荣誉数学与物理除外）。
- 每周三小时讲座和一小时实验。
原文参考文本
Axioms of probability; conditional probability and independence; random variables; distributions: binomial, Poisson, hypergeometric, normal, gamma; central limit theorem; sampling distributions; point estimation: maximum likelihood, method of moments; confidence intervals; testing of hypotheses: one and two populations; engineering applications: acceptance sampling, control charts, reliability.
- Prerequisite(s): MATH 2004 and enrolment in the Faculty of Engineering or B.Sc. programs of the Department of Physics [except Double Honours Mathematics and Physics].
- Precludes additional credit for Precludes additional credit for BIT 2000 , BIT 2009 , BIT 2100 (no longer offered), BIT 2300 (no longer offered), DATA 1517 , ECON 2201 (no longer offered), ECON 2210 , STAT 2507 , STAT 2605 , STAT 2601 , and STAT 2606.
- Lectures three hours a week and one hour laboratory.
来源与参考
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来源参考 : https://calendar.carleton.ca/undergrad/courses/STAT/