course website for ubc stat 460/560 fall 2024 (Winter Term 1)
UBC’s Point Grey Campus is located on the traditional, ancestral, and unceded territory of the xʷməθkʷəy̓əm (Musqueam). The land it is situated on what has always been a place of learning for the Musqueam, who for millennia have passed on their culture, history, and traditions from one generation to the next on this site. We are fortunate to study, work, live, and play in this place. My sense of place here includes being aware of the fact that there are many ways of knowing and of acquiring knowledge. In this course, we get to explore some that have particularly precise and formal structures.
More information: https://indigenous.ubc.ca/
Instructor: Ben Bloem-Reddy
TA: Johnny Xi
I approach this class knowing that every student enters with different preparation, and with different goals. I will do my best to support your learning, regardless of from where you’ve come or where you’re going. This course can be challenging, and I am striving to make it a collaborative endeavour in which we work together to learn with and from each other. There will be plenty of opportunities for help and advice from peers and from the teaching team. Please reach out if there is something we could do better. Suggestions, ideas, etc., are always welcome.
Commitment to equity and inclusion
I am committed to supporting an inclusive learning environment, and I am continually learning how best to do so. If you have concerns that I or someone else may not be upholding this commitment, I invite you to either talk with me if you feel comfortable, or share your thoughts on an anonymous feedback survey. If in class discussions there are derogatory, harassing or hateful statements made I will intervene to help prevent further harm and uphold a respectful class environment. My pronouns are he/him/his, and I invite you to use the option on Canvas to provide your pronouns (find out how in the Canvas Student Guide).
Description: Statistical inference (as a topic) traditionally includes two branches: estimation (or learning) of quantities of interest from data, and inference (typically focusing on hypothesis testing but more broadly construed as uncertainty quantification). It makes a formal bridge between the mathematics of probability theory and the practicalities of learning from data, often to make decisions. In this course, we will strike a balance between using mathematics as a tool to sharpen our analysis, and computational methods to carry it out. We will move quickly and cover a wide range of topics, getting exposure to general statistical methods (e.g., bootstrap estimation, parametric inference, model selection, simulation) and general theoretical techniques (e.g., asymptotic analyses of estimators). We will cover theory with a focus on practical implications, and use computation as a tool for learning. At the end of the course, students should have a good knowledge of classical and modern methods for statistical estimation, including estimating uncertainty, and a strong foundation for mathematical analysis of statistical methods.
Learning in this course is a collaborative effort led by you, with support from the teaching team. Learning will be evaluated based on a combination of individual and group work emphasizing regular practice, resourcefulness, and engaging with the concepts in ways that are meaningful to you. (Details are in Assessments.)
Formal pre-requisites: MATH 320 (undergraduate real analysis), STAT 305 (undergraduate Intro to Statistical Inference), and one of MATH 152/221/223 (undergraduate linear/matrix algebra).
Class meetings: Regular attendance and participation are an important part of your learning in the course. Class meets in person two times per week (dates and times on Canvas). Please come to class having engaged with the assigned reading and prepared to work on the in-class activities (more below). You can find the planned schedule of topics and reading on Canvas.
I will use Canvas to make announcements.
Please use email for course-related communications (or talk to me before/after class).
If you are willing and able to meet the requirements, by the end of this course you will be able to:
Class meetings will be our primary mode of interaction. Much of your learning will occur outside of class meetings through (see below for details on each):
It is imperative that you read the assigned sections of the textbook(s) prior to class. I will cover only certain topics in detail; much of the class time will be devoted to individual and group learning activities that depend on you reading before class.
Primary textbooks:
L. Wasserman, All of Statistics, available as a PDF through the UBC library. Primary text for first half of the course.
A. van der Vaart, Asymptotitic Statistics, available as a PDF through the UBC library. Primary text for the second half of the course.
Complements and references:
L. Wasserman, All of Nonparametric Statistics, available as a PDF through the UBC library.
B. Efron and T. Hastie, Computer age statistical inference, available as a PDF through the UBC library.
M. Schervish, Theory of Statistics, available as a PDF through the UBC library.
M. Wainwright, High-dimensional statistics: a non-asymptotic viewpoint, available as a PDF through the UBC library.
J. Jacod and P. Protter, Probability Essentials, available as a PDF through the UBC library.
M. A. Proschan and P. A. Shaw, Essenials of Probability Theory for Statisticians, available as a PDF through the UBC library.
If I had my way, all assessments would be formative. However, the university (and others) require summative assessments (i.e., your final grade). Your final grade will be calculated as follows:
Category | Contribution | Notes |
---|---|---|
Learning logs | 5% | See description below |
Activity solutions | 10% | See description below |
Assignments | 25% | (roughly) every 1-2 weeks; see description below |
Midterm exam | 30% | Scheduled for October 30; more details to follow |
Final exam | 30% | Exam period is December 11-22; more details to follow |
My primary concern is that you learn mathematical statistical estimation/inference to the level of the course objectives. If you work hard and demonstrate what you are learning (via assignments, learning logs, in-class participation, office hours attendance, etc.), you will do fine.
If circumstances arise that prevent you from attending class or completing an assignment, please let me know as soon as possible. UBC’s policy on academic concessions is here. If you have grounds for academic concession, we will work together to find something that works.
The default policy for assignments: you have three “late days” to be used at your discretion during the term. When you have run out of late days, any further late days will result in the grade of the late work to be multiplied by 0.8 each day that it is late. If you are using a late day, you must let me know before the assignment is due.
Often, we don’t take the time for self-reflection during a course. This amounts to wandering through a forest without keeping track of where you’ve been and where you’re going. (Which can be nice, but can be harmful when trying to learn.) Especially when trying to learn conceptually/technically challenging material, I have found it helpful to step back to assess my understanding (or lack thereof).
To this end, I ask that you regularly reflect on your efforts and progress in a weekly learning log. At the end of each week, you will upload to Canvas a PDF file in which you reflect on your efforts, progress, and challenges over the week. These are a way to keep track of your learning and to keep in touch with me throughout the course. Grading will be binary (0 = no submission; 1 = submission) and count towards your final grade. Feel free to discuss with classmates in order to get started.
Learning logs should be uploaded to Canvas weekly on Mondays. The LaTeX template to use is on the Assignments page.
If you’re putting in the work and thinking carefully, it will be clear here. If you’re struggling with something, writing it out can help clarify where you’re stuck and what steps you need to take. If you feel like you understand something, trying to distill it into simple prose often reveals a gap in understanding.
Some prompts (these are just to get you thinking; feel free to use your own):
Each class meeting we will involve a number of activities, typically structured as “think-pair-share”: I describe a problem, everyone thinks/works independently for a few minutes, we discuss our thoughts/work in pairs or small groups, and then someone volunteers to share with the entire class. The point is not necessarily to get the exercise correct; it is to practice thinking through a problem and communicating your thinking. Engaging in each step of the activity is important for your learning.
Throughout the term, students will work in pairs to create typeset solutions to the in-class activities. Each student will work on two class meetings’ solutions. A schedule will be posted on Canvas. Solutions should be typeset using the solutions template on the Assignments page. The solutions are due no more than one week after the class meeting. Depending on the class size, there may be some unassigned class meetings; students may write solutions for these and receive extra credit. (This won’t happen until late in term, and priority will be given to students who could use the extra credit the most; I will coordinate this when the time arrives.)
There will be assignments, roughly scheduled as: out on a Monday, due on the following Wednesday. Solutions must be LaTeXed (template on the Assignments page), submitted as a PDF via Canvas before class on the due date.
These will be a mix of exercises from the textbook and more challenging problems. Most of the grading will be binary (you make a good effort at the problem or not), and one or two problems will be graded in detail. You will (hopefully) learn something new—not covered in lecture—in the course of doing the assignment.
I encourage you to discuss assignment problems with your classmates. Solutions must be written up independently. Additionally, please state who and/or what materials you consulted while working on the assignment; feedback is optional and welcome.
There will be a midterm exam on October 16, and a final exam sometime during the December exam period (to be scheduled by UBC). More information on format and topics covered will be given closer to the exam dates.
Masks: Masks are no longer required for indoor public spaces on campus, including classrooms. For our in-person meetings in this class, it is important that all of us feel as comfortable as possible engaging in class activities while sharing an indoor space. Non-medical masks that cover our noses and mouths are a primary tool to make it harder for Covid-19 to find a new host. If you choose to, please wear a mask during our class meetings. If you have not yet had a chance to get vaccinated against Covid-19, vaccines are available to you, free and on campus (http://www.vch.ca/covid-19/covid-19-vaccine). Please pay attention to trends in community transmission; mask-wearing may be recommended if infection rates rise.
If you’re sick, it’s important that you stay home, no matter what you think you may be sick with (e.g., cold, flu, other). You can do a self-assessment for Covid symptoms here: (https://bc.thrive.health/covid19/en) Do not come to class if you have Covid symptoms, have recently tested positive for Covid, or are required to quarantine. This precaution will help reduce risk and keep everyone safer. You can check this website to find out if you should self-isolate or self-monitor: (http://www.bccdc.ca/health-info/diseases-conditions/covid-19/self-isolation#Who).
If you do miss class because of illness:
I will do my best to stay well, but if I am ill, develop Covid symptoms, or test positive for Covid, then I will not come to class. If that happens, then either class will be held on Zoom or there will be a temporary replacement instructor. Our classroom will still be available for you to sit and attend an online session, in this (hopefully rare) instance.
UBC provides resources to support student learning and to maintain healthy lifestyles but recognizes that sometimes crises arise and so there are additional resources to access including those for survivors of sexual violence. UBC values respect for the person and ideas of all members of the academic community. Harassment and discrimination are not tolerated nor is suppression of academic freedom. UBC provides appropriate accommodation for students with disabilities and for religious and cultural observances. UBC values academic honesty and students are expected to acknowledge the ideas generated by others and to uphold the highest academic standards in all of their actions. Details of the policies and how to access support are available here: https://senate.ubc.ca/policies-resources-support-student-success.
From the UBC website on academic integrity:
Doing your own work, acknowledging the contributions of others, and seeking help when you need it are all part of what academic integrity means at UBC, as is avoiding tools and services that subvert these practices.
Academic integrity is a commitment to upholding the values of respect, integrity, and accountability in academic work. It is foundational to teaching and learning and is a fundamental and shared value of all members of the UBC community. UBC adopts an educative approach to academic integrity that supports students and instructors around awareness and that values academic misconduct processes that are fair and effective.
Academic integrity is a set of values and skills that must be learned and refined over time. Instructors are responsible for setting clear expectations around academic integrity in their courses, modelling honest behaviour as teachers and scholars, and creating a space for students to develop their understanding of academic integrity. Students are responsible for meeting these expectations in their academic work, developing an understanding of concepts, and seeking support when they have questions. UBC is responsible for creating and sustaining the culture of academic integrity that makes all of this possible.
Everyone plays a part in supporting and enhancing academic integrity at UBC.
In this course, you are expected to do your own work on out-of-class assignments (see assignments). Any people or resources consulted while working on your assignments must be acknowledged on the work you submit. Using AI tools such as ChatGPT is allowed only for searching for information in the same way as you use a search engine. The following uses are strictly prohibited and would be considered academic misconduct.
This list is not exhaustive. If you are unsure, ask the instructor.