报告题目：Generalized Moran sets Generated by Step-wise Adjustable Iterated Function Systems
摘要：In this talk, we extend ideas from iterated function systems (IFS) and Moran constructions by describing a new process that allows for the functions to be updated at every iteration while still maintaining the computational simplicity of an IFS. This process provides more variance in the limit sets (such as non-self-similarity) using an analogous approach to an IFS procedure. We also give estimates of the Hausdorff dimension of the limit sets created from such a process, and provide concrete examples. This is a joint work with Tynan Lazarus.