Research description:
Nonlinear low-dimensional embeddings (such as van der Maaten and Hinton’s t-SNE) are great for visualizing high-dimensional data, allowing humans to see shapes and clusters in the data. Unfortunately, interpreting those embeddings can be a bit trickier because the axes of the embedding cannot be directly related to the original features of interest. We can see patterns in the embedding, but figuring out what those patterns correspond to in the original data is much harder. We propose to solve this problem by allowing the user to interactively draw a path in a web app directly onto a 2D embedding. Then, by back projecting up to the high dimensional space where each dimension/variable is a potential feature of interest, we can quickly determine which variables are associated with that path in the browser. This project’s output will be an interactive web app that allows users to do data analysis in the browser without needing to connect to a central server.
Year: 2022
Researcher:
Yun Williams Yu, Computer & Mathematical Sciences, University of Toronto Scarborough
Student:
Kiran Deol, University of Alberta