Ordinary differential equation publications




Wilder, J.W., J.J. Colbert, A. Sharov, and N.V. Voorhis.  1992.  A differential equation 
     model for gypsy moth population dynamics.  In: Gottschalk, Kurt W., and Mark J. Twery,

     eds.  Proceedings U.S. Department of Agriculture interagency gypsy moth research

     forum 1992: January 13-16, 1992, Annapolis, Maryland.  General Technical Report

     NE-170.  USDA-Forest Service, Radnor PA: 57.



Allen, J.C., J.L. Foltz, W.N. Dixon, A.M. Liebhold, J.J. Colbert, J. Regniere, D.R. Gray, J.W.

     Wilder, and I. Christie.  1993.  Will the gypsy moth become a pest in Florida? 

     Florida Entomologist 76(1): 102-113.



Wilder, J.W., N. Voorhis, J.J. Colbert, and A. Sharov.  1994.  A three variable differential

     equation model for gypsy moth population dynamics.  Ecological Modelling 72: 229-250.



Christie, I., J.W. Wilder, and J.J. Colbert.  1995.  Modelling of one dimensional

     spatial effects on the spread of gypsy moths.  Ecological Modelling 78(1995) 219-234.



Wilder, J. W., D. A. Vasquez, I. Christie, and J. J. Colbert.  1995.  Traveling

     pulses in a model of gypsy moth population dynamics.  Chaos 5 (4), 1995: 700-706.



Wilder, J. W., I. Christie, and J. J. Colbert.  1995.  Modelling of two

     dimensional spatial effects on the spread of forest pests and their management.  

     Ecological Modelling 82 (1995) 287-298.




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