%% Papers Published
@article{fds141693,
Author = {Tammy Ladner and Anna Little and Ken Marks and Amber
Russell},
Title = {Positive Solutions to a Diffusive Logistic Equation with
Constant Yield Harvesting},
Journal = {Rose-Hulman Undergraduate Math Journal},
Year = {2005},
ISSN = {Vol. 6, Issue 1, 2005},
url = {http://www.rose-hulman.edu/mathjournal/v6n1.php},
Abstract = {We consider a reaction diffusion equation which models the
constant yield harvesting of a spatially heterogeneous
population which satisfies a logistic growth. In particular,
we study the existence of positive solutions subject to a
class of nonlinear boundary conditions. We also provide
results for the case of Neumann and Robin boundary
conditions. We obtain our results via a quadrature method
and Mathematica computations.},
Key = {fds141693}
}
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