Mathematical Biology REU 2003
Mathematical Biology REU 2003
Worksheet 1-competing species
Worksheet 2-Lotka-Volterra
Worksheet 3-Some 3d Tools
Worksheet 4-Lotka-Volterra 3d
Worksheet 5-Lotka-Volterra 3d
Worksheet 6-A 3d Cycle
Worksheet 7 May Leonard Model
Periodic using Stokes
Worksheet 8 Chi, Hsu, Wu
RESOURCES
Hudson's Bay Data
Lotka-Volterra 2d Applet
Sample MAPLE file with matrix help (right click and
'save target as' then
open with MAPLE)
Sample MAPLE file with 3d ODE plotting (save file
and open with MAPLE)
Chi,Hsu,Wu Paper
Zeeman Heteroclinic Paper
Szentkuti paper
Hirsch paper
May-Leonard paper
Van Den Driessche and Zeeman paper --case where all
fixed pts on the axes are attractors or all repellors.
Image of a 3d saddle point P with linearization having 1 positive real eigenvalue and 2 complex conjugate eigenvalues with negative real part. W_S = stable manifold; W_U = unstable manifold
Joseph P. Previte
Department of Mathematics
Penn State Erie, The Behrend College
Station Road
Erie, PA 16563
(814)-898-6091
E-Mail
jpp4@psu.edu
Behrend's Home Page