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Under construction

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Logistics

Semester Spring 2026
Time & Days MW 10:30AM - 11:45AM
Location E2-2 1120
Instructor Kihyuk Hong (E2-2 #3104)
Office Hours TBD
Email [email protected]
TAs TBD
Lecture Note To be provided
Midterm TBD
Final TBD

Course Description

This course reviews general theories of linear regression models with applications to industrial engineering problems. Topics include: Principles of least squares method; multivariate normal distribution and quadratic forms; estimation and hypothesis testing; residual analysis; polynomial regression and ridge regression; regression model building; response surface methodology, etc. Computational aspects of regression analysis are also emphasized.

Prerequisites

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This course is proof-based. If you lack mathematical maturity, you may have hard time following it.

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Grading

Components Note %
Participation Participation 10%
Homework Proof-based problems and some coding-based problems. 15%
Data Project Implement regression methods learned in lecture and submit solutions in kaggle environments 15%
Midterm Exam In-class 30%
Final Exam In-class 30%

Resources

There are no required textbooks for this course. Some useful resources:

Course Schedule

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Subject to change.

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No. Date Lectures 📹 Reading Homework
01 Mar 04 Introduction – Course Overview, Statistical Decision Theory Ch 1
02 Mar 09 Linear Regression 1 – Least Squares Method. Projection Perspective.
03 Mar 11 Linear Regression 2 – SVD perspective.
04 Mar 16 Linear Regression 3 – Gauss-Markov Theorem.
05 Mar 18 Linear Regression 4 –
06 Mar 23 Distributional Properties 1 –
07 Mar 25 Distributional Properties 2 –
08 Mar 30 Distributional Properties 3 –
09 Apr 01 ANOVA 1 –
10 Apr 06 ANOVA 2 –
11 Apr 08 Model Selection 1 – Bias Variance Tradeoff
12 Apr 13 Model Selection 2 – Best Subset Selection, Ridge, Lasso
13 Apr 15 Review
Midterm exam
14 Apr 27 GLM 1
15 Apr 29 GLM 2
16 May 4
17 May 6
18 May 11
19 May 13
20 May 18
21 May 20
22 May 27
23 Jun 1
24 Jun 3
25 Jun 8
26 Jun 10 Review
Final exam