Analysis of Convex Hulls and Maximal points of Random Point Sers
Project Description

The Convex Hull and Maximal (Skyline) points of a set define different types of set boundaries. There has been much research into analyzing their behavior when the points are drawn from random distributions. This project will attempt to push this analysis further and to examine the behavior when the distributions are constructed as the convolution of simpler distributions.

Supervisor
GOLIN Mordecai Jay
Quota
3
Course type
UROP1100
Applicant's Roles

To do research into geometric probability

Applicant's Learning Objectives

Understanding of how to do research into geometric probability

Complexity of the project
Challenging