1. Exponential and Logistic Population Growth  
   David S. Wethey, Dept. of Biological Sciences, University of South Carolina, Columbia, SC  
2. Pierre François Verhulst     
   School of Mathematics and Statistics, University of St. Andrews, Scotland      
3. The Logistic Population Model  
   Steve McKelvey, Mathematics Dept., St. Olaf College, Northfield, MN  
4. The Growth of Populations  
   Larry Gladney, Physics Dept., University of Pennsylvania, Philadelphia PA  
5. The Logistic Equation with Harvesting: Qualitative Methods  
   David Austin, Leah Keshet, Denis Sjerve  
   Department of Mathematics, The University of British Columbia, Vancouver, B.C., Canada  
6. 1996 flu outbreak in the Alsace region of France  
   Dept. of Math., East Tennessee State Univ., Johnson City, TN  
7. Logistic Model  
   Alexei Sharov, Department of Entomology,Virginia Tech, Blacksburg, VA    
8. The Logistic Equation and Integration by Partial Fractions  
   David Austin, Dept. of Math. and Statistics, Grand Valley State University, Allendale, MI  
9. The Logistic Equation  
   Mathematics Department, Indiana University of Pennsylvania, Indiana, PA  
10. Numerical Solution of Logistic Regression  
    Michael Lloyd, Math. Dept., Henderson State Univ., Arkadelphia, AR  
11. Population Growth in Limited Environments  
    S. R. Peterson, Department of Fish and Wildlife Resources, University of Idaho, Pocatello, ID  
12. Logistic Equation  
    Alan Hood, Math. and Computational Sciences, Univ. of St Andrews, St Andrews, UK  
13. The Logistic Equation: Introduction  
    Joel Spruck, Department of Mathematics, Johns Hopkins University, Baltimore, MD  
14. Solution of the Logistic Equation  
    James Powell, Dept. of Math. and Statistics, Utah State University, Logan, UT  
15. Logistic Equation: The parable of the parabola  
    Joseph Thomas, Department of Physics and Astronomy, Ohio University, Athens, OH  
16. Logistic Equation and Bifurcation Diagram  
    Paul Bourke,  Swinburne Centre for Astrophysics and Supercomputing, Victoria, Australia    
17. Derivation of the logistic equation  
    Alan A. Berryman, Departments of Entomology and Natural Resource Sciences, Pullman, WA  
18. Logistic Growth  
    Rebecca E. Irwin, Dept. of Biological Sciences, Univ. of Tennessee, Martin, TN  
19. Computer Simulations of Population Growth Models  
    Keith Landa, Biology Dept., Northeastern Illinois University, Chicago, IL  
20. Population Dynamics  
    Mohamed Amine Khamsi, Ph.D. from the University of Paris, S. O. S. Mathematics  
21. Population growth, community interactions, and management models  
    Rob Young, Fisheries Science Lecture Notes, Coastal Carolina Univ., Conway, SC  
22. The struggle for existence from the point of view of the mathematicians  
    Georgyi Frantsevitch Gause, Zoological Institute of the University of Moscow  
23. Logistic Growth Java applet     
    High Performance Computing and Visualization, Colorado State University, Fort Collins, CO  
24. Logistic Growth and CHAOS, scroll toward the bottom for the applet  
    Math. Dept., San Diego State University, San Diego, CA  
25. Basic Ecological Models applet     
    Washington State University, Pullman, WA    

(c) John H. Mathews 2005