Eighth Mississippi State - UAB Conference on Differential Equations and
Computational Simulations.
Electron. J. Diff. Eqns., Conference 19 (2010), pp. 135-149.

Title: Population models with nonlinear boundary conditions

Authors: Jerome Goddard II (Mississippi State Univ., MS, USA)
         Eun Kyoung Lee     (Pusan National Univ., Busan, Korea)
	 Ratnasingham Shivaji (Mississippi State Univ., MS, USA)
 
Abstract: 
 We study a two point boundary-value problem describing the steady
 states of a Logistic growth population model with diffusion and
 constant yield harvesting. In particular, we focus on a model
 when a certain nonlinear boundary condition is satisfied.

Published September 25, 2010.
Math Subject Classifications: 34B18, 34B08.
Key Words: Nonlinear boundary conditions; logistic growth; 
           positive solutions.