University of Illinois Urbana-Champaign

2-Dimensional Multiple Phase Transitions in Long Range First Passage Percolation

Liu, Yue

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https://hdl.handle.net/2142/89969

Description

Title
2-Dimensional Multiple Phase Transitions in Long Range First Passage Percolation
Author(s)
Liu, Yue
Contributor(s)
Dey, Partha S.
Issue Date
2016-04
Keyword(s)
  • Infection Set Growth
  • Infection
  • Set
  • Growth
  • Mathematics
  • Statistics
Abstract
This image was generated to show the 2 dimension case of Multiple Phase Transitions in Long Range First Passage Percolation, which is a random process on a complete graph. The growth of in the percolation can be seen as an infection, whose behavior is determined by the choose of a key parameter. This image shows how the infection grows linearly after different time, marked by different colors. For more information about the Image of Research--Undergraduate Edition go to: http://go.library.illinois.edu/imageofresearch_uredition
Type of Resource
  • text
  • image
Language
en
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http://hdl.handle.net/2142/89969
Copyright and License Information
Copyright 2016 Rebecca Boehning

Owning Collections

Image of Research - Undergraduate Students PRIMARY