teaching
>
dips
Math 690-40: Discrete interacting particle systems
Time/Loc
T,Th 11:45-1:00 LSRC B105
Instructor
Matthew Junge
Email
jungem@math.duke.edu
Off. Hours
Tue 1:30-3:00 Physics 106
Links
Syllabus
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Lecture Notes
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Potential Presentation Papers
Excited random walk
The power of one-try in reducing discrepancy
The compulsive gambler process
Is the voter model a model for voters?
The Ubiquitous Ewens Sampling Formula
Gabe's presentation
: On the long time integration of stochastic gradient systems
Week
Content
Links
1
Intro, Bullet process
bullet preprint
2
Bullet process NO CLASS THURSDAY
3
The frog model: cover time
complete graph
4
The frog model: recurrence and transience on trees
1-per-site
Poisson-per-site
Critical density
5
The frog model: stochastic orders
stochastic orders
6
Coalescing random walk
bounded graphs
7
CRW and Stochastic social dynamics
Aldous
8
Stochastic social dynamics
9
The power of two choices
Discrete
10
The power of two choices
Continuous
11
The spin and loop O(n) models
notes
12
The spin and loop O(n) models
13
Ewens sampling and invariable generation
14
Ewens sampling and invariable generation
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Lecture Notes
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