Tentative Class Schedule
Tentative Class Schedule
Week 1: Introductions
- Monday August 26
- Introductions & Course Overview
- Weekly Lecture Notes (R Markdown source code) (Key)
- Wednesday August 28
- Chapter 1 - Introduction to Sampling
- Friday August 30
- Estimation Concepts
Week 2: Chapter 1
- Monday September 2: Labor Day, NO CLASS
- Wednesday September 4
- Selection Bias, Survey Errors, Survey Design
- Quiz 2 due
- Weekly Lecture Notes (R Markdown source code)
- Friday September 6
Week 3: Sampling Distributions and R
- Monday September 9
- Selection Bias, Survey Errors, Survey Design
- Quiz 3 due
- Weekly Lecture Notes (R Markdown source code)
- Wednesday September 11
- Chapter 2 - Types of Probability Samples, Framework for Probability Sampling, etc..
- Friday September 13
Week 4: Statistical Basics
- Monday September 16
- sampling distribution, sampling using R, estimates and estimators, expected values, bias, (Chapter 2 continued)
- Quiz 4 due
- Weekly Lecture Notes (R Markdown source code)
- Wednesday September 18
- Variance, Confidence Intervals
- Friday September 20
Week 5: Confidence Intervals
- Monday September 23
- Confidence Intervals
- Quiz 5 due
- Weekly Notes (continued from week 4)
- Wednesday September 25
- Sample Size Calculations
- Friday September 27
- Sample Size Calculations/ Finish Lab 3
Week 6: Sample Size Calculations
- Monday September 30
- Sample Size Calculations
- Quiz 6 due
- Wednesday October 2
- Friday October 4
Week 7: Midterm Week
- Monday October 7: No Class (work on Take Home)
- Wednesday October 9: In Class Midterm
- Friday October 11: No Class (MT ASA Chapter Meeting)
Week 8: Stratified Sampling
- Monday October 14:
- No Quiz
- Weekly Lecture Notes (R Markdown source code)
- Wednesday October 16:
- Friday October 18:
Week 9: Stratified Sampling / Ratio Estimation
- Monday October 21: Stratified Sampling / Ratio Estimation
- Wednesday October 23: Ratio Estimation
- Friday October 25:
Week 10: Ratio & Regression Estimation
- Monday October 28:
- Wednesday October 30:
- Friday November 1:
Week 11: Ratio & Regression Estimation
- Monday November 4:
- Wednesday November 6:
- Friday November 8:
Week 12: Cluster Sampling
- Monday November 11: No Class Veteran’s Day
- Wednesday November 13:
- Friday November 15:
Week 13: Sampling with Unequal Probabilities
- Monday November 18:
- Wednesday November 20:
- Friday November 22:
Week 14: Sampling with Unequal Probabilities
- Monday November 25:
- Wednesday November 27: Thanksgiving Break NO CLASS
- Friday November 29: Thanksgiving Break NO CLASS
Week 15: Bootstrap
- Monday December 2:
- Wednesday December 4:
- Friday December 6
- Lab 11 (R Markdown Source Code)
- Course Project Due
- Take Home Exam Assigned(R Markdown Source Code
Week 15: Final Exam Week
- Thursday December 12, 4:00 - 5:50: In Class Final
- OLD EXAMS (2016 In Class) (2016 Take Home)
- Friday December 13, 8:00 AM: Take Home Final Due
Course Description
This course provides an overview of design and estimation for statistical sampling. Computational procedures in the class will be conducted using R and/or SAS.
Learning Outcomes:
Upon successful completion of this course, students will:
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Learn the classical sampling survey procedures applied to finite populations (including simple random sampling, stratified sampling, cluster sampling, and systematic sampling).
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Learn sampling methods that utilize unequal probability sampling.
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Learn ratio and regression analytical methods that utilize auxiliary variable information.
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Learn bootstrap resampling estimation methods.
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Gain practical experience via proposing and running a sampling design, and presenting the results in a statistical report and formal class presentation.
Office Hours
- M: 2 - 3
- WF 12 - 1
Prerequisites
- Required: One of: STAT 217Q, STAT 332, or STAT 401
Textbooks
- Sampling: Design and Analysis, second edition, by Sharon Lohr. Note: the first edition acceptable
Additional Resources
Analysis and data visualization will be implemented with:
- R / R Studio
- STAT 408 Materials
- R Studio Cheatsheets
- R for Data Science
Course Policies
Grading Policy
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10% of your grade will be determined by weekly quizzes to be completed prior to class on Mondays.
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15% of your grade will be determined by homework assignments. Students are allowed and encouraged to work with classmates on homework assignments, but each student is required to complete their own homework.
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15% of your grade will be determined by lab assignments. Labs will be in-class group assignments. Often there will be a large computational element in the labs.
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20% of your grade will be determined by a midterm exam. The midterm exam will have two parts: an in class exam and a take home portion. The in class portions will be largely conceptual including some short mathematical derivations. The take home portions will focus on analysis of data and implementation of Bayesian computational methods.
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20% of your grade will be determined by a final exam. The final exam will have two parts: an in class exam and a take home portion. The in class portions will be largely conceptual including some short mathematical derivations. The take home portions will focus on analysis of data and implementation of Bayesian computational methods.
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20% of your grade will be determined by a project. There are two options for the project: carryout a sampling scheme to address a research question of your choosing or conduct a sampling scheme on a synthetic example. Additional details about the project can be found here. The final project will consist of written summary including an overview of the sampling design, and analysis of the data, and a summary of the results, as well as an in-class presentation.
Collaboration
University policy states that, unless otherwise specified, students may not collaborate on graded material. Any exceptions to this policy will be stated explicitly for individual assignments. If you have any questions about the limits of collaboration, you are expected to ask for clarification.
In this class students are encouraged to collaborate on homework assignments, but quizzes should be completed without collaboration.
Academic Misconduct
Section 420 of the Student Conduct Code describes academic misconduct as including but not limited to plagiarism, cheating, multiple submissions, or facilitating others’ misconduct. Possible sanctions for academic misconduct range from an oral reprimand to expulsion from the university.
Disabilities Policy
Federal law mandates the provision of services at the university-level to qualified students with disabilities. Make sure to include all that relevant information here.
Course Outline
The course will cover the following topics:
- Introduction to sampling and scope of interest,
- Simple random sampling,
- Stratification,
- Bootstrap method,
- Ratio and regression estimators,
- Cluster sampling,
- Sampling with unequal probability, and
- Other topics based on student interest as time permits (including capture-recapture procedures, …).