NCHU Course Outline
Course Name (中) 結構方程模式(8161)
(Eng.) Structural Equation Models
Offering Dept Graduate Institute of Technology Management
Course Type Elective Credits 3 Teacher SUM, PUI-FAIJOHN
Department Graduate Institute of Technology ManagementPh.D Language English Semester 2025-SPRING
Course Description Various statistical models being applied in management researches, like factor analysis model and regression model, could be considered as special cases structural equation model (SEM).

SEM is a statistical model which consists of both observable variables and latent variables. Observable variables are the data collected. Latent variables are used for modeling the hidden factors governing the generation of the observable variables.

This course will introduce the mathematical background behind the SEM. Students have need to do a lot of mathematical derivations to understand the theories behind such models. Moreover, students need to self-learn a programming language, like Matlab or Python, to implement such parametric estimation algorithms.
Prerequisites
self-directed learning in the course N
Relevance of Course Objectives and Core Learning Outcomes(%) Teaching and Assessment Methods for Course Objectives
Course Objectives Competency Indicators Ratio(%) Teaching Methods Assessment Methods
To give a comprehensive introduction on structural equation model, including (1) model specification, (ii) parametric estimation algorithms and (iii) validation techniques.
topic Discussion/Production
Exercises
Discussion
Lecturing
Written Presentation
Oral Presentation
Assignment
Study Outcome
Quiz
Internship
Other
Course Content and Homework/Schedule/Tests Schedule
Week Course Content
Week 1 Course introduction.
Week 2 Structural equation models.
Week 3 Structural equation models.
Week 4 Compared with discrete time state-space model.
Week 5 Parametric estimation.
Week 6 Parametric estimation.
Week 7 Optimization techniques.
Week 8 Optimization techniques.
Week 9 Mid-Term examination.
Week 10 EM algorithm.
Week 11 Predictive inference.
Week 12 Predictive inference
Week 13 Model assessment.
Week 14 Model assessment.
Week 15 Advanced topics.
Week 16 Advanced topics.
Week 17 Project presentation.
Week 18 Final examination.
Evaluation
Assignment (Mathematical Proof): 20%
Assignment (Program Implementation): 20%
Seminar on Matlab, Python, or other languages: 10%
Project: 50%
Textbook & other References
John Sum, Tutorial on Structural Equation Modeling, unpublished manuscript, December 2019.
Teaching Aids & Teacher's Website
NA
Office Hours
Tuesday 13:00-14:00
Sustainable Development Goals, SDGs
 include experience courses:N
Please respect the intellectual property rights and use the materials legally.Please repsect gender equality.
Update Date, year/month/day:None Printed Date, year/month/day:2025 / 1 / 22
The second-hand book website:http://www.myub.com.tw/