| Name |
Topic
|
Reference
|
| Eddie Arhagba |
Symmetry
|
Tannenbaum, Chapter 11.
|
| Rachel Chaves |
Applications of Markov chains to genetics
|
DMM §5.7
|
| Syeda Enayet |
Distance between rankings
|
DMM §7.4.1-7.4.3
|
| Dupe Fajembola |
Power indices
|
Tannenbaum, Chapter 2
|
| Richard Fitzgerald |
Energy and eigenvalues of graphs
|
DMM §4.1 and 4.2
|
|
Nicholas Hardison
|
Scale type, meaningfulness
|
DMM §8.4
|
|
Rich Helle
|
Ordinal utility functions
|
DMM §8.5
|
|
Scott Hess
|
The spatial structure of networks
|
http://www-personal.umich.edu/~mejn/pubs.html
|
|
James Hilburn
|
Food webs
|
DMM §3.5
|
| Curtiss Howard |
Influence and social power
|
DMM §5.10
|
|
Sonya Johnson
|
Relations, theory of measurement
|
DMM §8.2, 8.3
|
|
Joseph Kinnarney
|
Flow models
|
DMM §5.8
|
|
Marcus Lacewell
|
Markov chains
|
DMM §5.1, 5.2, 5.3
|
|
Ryan Mclean
|
Weather modeling
|
mathmodel.html
|
|
Chris McVey
|
The directional p-median problem
|
Submitted-Jackson-2004.pdf
|
|
Nicholas Newsom
|
Zeilberger paper
|
julian.pdf
|
|
Hung Nguyen
|
Botting paper
|
rjb9Xa.lift.html
|
|
Michael Peace
|
Growth curves
|
Lindsey, J. K. Statistical Analysis of Stochastic Processes in Time.
Cambridge, United Kingdom: Cambridge University Press, 2004.
Chapter 12, pp. 268-278.
|
| Mahesh Shivanna |
Complex systems
|
DMM §4.3
|
| Janae Simons |
Tournaments
|
DMM §3.2
|
|
Ashley Snider
|
Mathematical models of learning
|
DMM §5.9
|