Erin Grant • New York University
Erin Grant (eringrant@)
Office Hours: Mondays & Wednesdays 2:30-3:30pm, CDS 765
Ansh Kumar Sharma (as20482@)
Office Hours: Mondays 12:30-1:30pm, CDS 765
Yilun Kuang (yk2516@)
Office Hours: Mondays 12:30-1:30pm, CDS 765
Wednesdays 12:30pm-2:30pm, GCASL 275
Mondays 1:30pm-2:20pm, CDS C10
Mondays 4:55pm-5:45pm, CDS C10
Introductory statistics, linear algebra, and familiarity with Python
Homeworks (10%), Midterm I & II (50%), Project (25%), Labs (10%), Participation (5%).
Gradescope for lab and homework submission
The goal of this course is to give students an understanding of the fundamental probabilistic models used to analyze time-dependent data. Time series analysis has applications ranging from econometrics, to sociology, to astrophysics. The methods used can vary wildly by application and, as the rapid advances of the last few years have shown us, can quickly become outdated.
The goal of this class is not to provide you with a laundry list of models or to have you memorize a series of facts. Instead, the class will explore the key principles of probabilistic inference and use them to derive and understand several popular methods. The lectures and homeworks will focus on this theoretical understanding, with the labs and projects providing opportunities to apply the topics learned in class.
This course is a graduate course intended for MS and PhD students. That means that the pace of learning will be quick and that the homeworks and midterms will go beyond rote applications of the material learned in class. It also means that students are expected to engage actively in their learning. Students will have to develop and execute a novel final project that will require extensions beyond the material provided in lectures.
The class is open to undergraduate students with permission from the instructor.
On completing this course, students should be able to:
Grades for the course will be calculated as follows:
Students will be given 5 late days to distribute among the homeworks. Late days may not be used for the labs or the final project. To not overburden the grading staff, a maximum of two late days can be used for any individual homework. After all late days are exhausted, each day of delay will result in a 10% deduction in the grade for the homework.
Attendance in lecture is expected, with the understanding that you may need to miss one or two lectures (see participation section of grading). Lecture notes will be provided, but recording of the lecture will only be made available for students with extenuating circumstances. The lectures and lab sections will not be streamed over zoom.
Attendance in lab section is mandatory. If there is a week where you cannot attend lab section, please reach out to the course staff (instructor and section leader) with as much anticipation as possible.
Students are actively encouraged to discuss the assignments with other students working in the class, but every assignment that is submitted must be written in your own words. Students should try to solve the problem on their own before collaborating with their peers. If you collaborate with other students while completing the assignment, write their names on the assignment. If you use code found online to solve a lab assignment, cite your source. So long as you are open about your sources of collaboration and do not copy solutions, you will not be penalized for collaboration.
If you have completed a problem before your peers, you are welcome and encouraged to give them guidance. However, you should not allow students to copy your solutions nor post solutions to any of the problems in this course online. Lastly, do not solicit help from people outside of the class (beyond classmates and course staff).
The work you submit should represent your own work. Do not submit solutions that you do not understand. In particular, you should be able to explain your solution, in your own words (without referencing your write-up). You are encouraged to only reference course materials in developing your solutions. If you choose to consult written sources beyond the course material and textbook (including generative AI), you must list each of these sources in your submission. Note: Exams will be closed book, closed Internet, and closed generative AI. As such, the staff recommends you use these tools sparingly, as a resource for learning, not as an integral part of solving homeworks. This policy is adapted from CS 4820 at Cornell University.
The materials for the majority of this course are due to prior year instructors Professor Cristina Savin and Sebastian Wagner-Carena. The present instructor will develop one lecture (non-linear and/or non-Gaussian SSM) and the second midterm.
The present instructor did and will *not* use generative AI to produce *course content* (text and images in lecture, assignment, and midterm materials). Website, slide and handout *styling* was coded with the aid of Node.js, Pandoc, Reveal.js, and Claude Code and will be open-sourced.