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Dept of Math & Stats Colloquium
Start Date: 4/25/2018Start Time: 3:00 PM
End Date: 4/25/2018

Event Description:
"Shortest Paths through the Sierpinski Carpet, Menger Sponge, and Beyond" by Ethan Berkove, Lafayette College (visiting U.S. Air Force Academy).
Seminar location: MH 320
Location Information:
SJSU Main Campus

SJSU Main Campus - MacQuarrie Hall
Contact Information:
Name: Dr. Tim Hsu
Phone: 408-924-5071
Email: tim.hsu@sjsu.edu
Additional Information
The Sierpinski carpet and Menger sponge are fractals that are 2- and 3-dimensional versions of the Cantor set. Like the Cantor set, each is formed by starting with a shape (a square for the carpet, a cube for the sponge) and then recursively removing from it certain subsets. Unlike the Cantor set, given any two points s and f in the carpet or sponge, there is a path from s to f that stays in the carpet or sponge.
Event Type
  • Seminar

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