Instructor: Xiao Hui Tai (xtai [at] ucdavis [dot] edu)
TA: Oscar Rivera (ogrivera [at] ucdavis [dot] edu)
Class time:
Lectures are Mondays, Wednesdays and Fridays, 11-11:50 AM at Wellman Hall 226.
Discussions (labs) are run by Oscar Rivera on Thursdays 12:10-1 PM (Section A01), 1:10-2 PM (Section A02) at TLC 2212.
Office hours:
Oscar Rivera: Thursday 3-4 PM and Friday 1-2 PM at MSB 1117
Xiao Hui Tai: Wednesdays 1-2 PM at MSB 4242
Syllabus: here.
Piazza: here.
Textbooks: There are three required textbooks. They are all available online and are free.
- R for Data Science by Hadley Wickham, Mine Çetinkaya-Rundel and Garrett Grolemund. 2nd Edition, 2023. Available here.
- Introduction to Modern Statistics by Mine Çetinkaya-Rundel and Johanna Hardin. 2nd Edition, 2024. Available here.
- OpenIntro Statistics by David Diez, Mine Çetinkaya-Rundel and Christopher Barr. 4th Edition, 2019. Available here.
There will sometimes be additional (optional) reading from:
- Art of R Programming by Norman Matloff. 2011. (Look on Google)
Class Schedule
Week 1: Introduction, overview of data types
- Wed Sept 25: Introduction and R Basics
- Notes: Lecture 1
- Reading:
- R for Data Science Chapters 1, 28
- Fri Sept 27: Overview of data types and data structures, vectors
- Notes: Lecture 2
- Reading:
- R for Data Science Chapter 2
- Additional reading: Matloff Chapter 2
Week 2: Overview of data types
- Mon Sept 30: More on vectors, arrays
- Notes: Lecture 3
- Reading:
- Additional reading: Matloff Chapter 3
- Wed Oct 2: Arrays, matrices, lists
- Notes: Lecture 4
- Reading:
- Additional reading: Matloff Chapters 3, 4
- Fri Oct 4: Lists, data frames
- Notes: Lecture 5
- Reading:
- Additional reading: Matloff Chapter 4, 5
- Homework 1: Html qmd
Week 5: Descriptive statistics
- Mon Oct 21: Describing numerical distributions
- Notes: Lecture 10
- Reading:
- Open Intro Statistics Chapter 2
- Wed Oct 23: Numerical data
- Notes: Lecture 11
- Reading:
- R for Data Science Chapter 10
- Wed Oct 25: Categorical data
Week 6: Introduction to probability
- Mon Oct 28: Introduction to probability
- Notes: Lecture 13
- Reading:
- Open Intro Statistics Chapter 3.1
- Wed Oct 30: Conditional, marginal and joint probability
- Notes: Lecture 14
- Reading:
- Open Intro Statistics Chapter 3.2
- Fri Nov 1: Bayes’ Theorem; Random variables
Week 7: Common distributions
- Mon Nov 4: Continuous random variabnles, Bernoulli distribution
- Notes: Lecture 16
- Reading:
- Open Intro Statistics Chapter 3.5, 4.3
- Wed Nov 6: Binomial distribution
- Notes: Lecture 17
- Reading:
- Open Intro Statistics Chapter 4.3
- Fri Nov 8: Poisson distribution
Week 8
Mon Nov 11: Veterans Day
Wed Nov 13: Review
Fri Nov 15: Midterm 2
Week 9: Normal distribution, sampling distributions
- Mon Nov 20: Normal distribution
- Notes: Lecture 19
- Reading:
- Open Intro Statistics Chapter 4.1
- Wed Nov 22: Sampling distributions
- Notes: Lecture 20
- Reading:
- Open Intro Statistics Chapter 5.1
- Fri Nov 24: Sample proportion, Confidence intervals
- Notes: Lecture 21
- Reading:
- Open Intro Statistics Chapter 5.2