A NONLINEAR DIFFERENTIAL-DIFFERENCE EQUATION OF GROWTH.

W. J. Cunningham · Proceedings of the National Academy of Sciences of the United States of America · 1954

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Type: article
Published: 1954-08-01
Cited by: 94
References: 0
Access: Open access
DOI: https://doi.org/10.1073/pnas.40.8.708
PubMed: https://pubmed.ncbi.nlm.nih.gov/16589543/
OpenAlex: https://openalex.org/W2021945745
Semantic Scholar: https://api.semanticscholar.org/CorpusID:3214539

Keywords

Adaptation (eye), Climate change, Sustainability, Macro, Sustainability science

References

No references recorded for this paper.

Cited by

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An integral equation for perturbed nonlinear functional differential equations, with applications to periodic solutions and nonlinear boundary value problems.G. B. Gustafson — 1974
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Facultative versus Obligate Nitrogen Fixation Strategies and Their Ecosystem ConsequencesDuncan N. L. Menge, Simon A. Levin, Lars O. Hedin — 2009
On the resonance properties of quasilinear second-order differential-difference equationsR. A. Anderson, A.C. Soudack — 1970
The Competitive Structure of Communities: An Experimental Approach with ProtozoaJohn Vandermeer — 1969
A global bifurcation theorem with applications to functional differential equationsRoger D. Nussbaum — 1975
Modelling of continuous microbial cultivation taking into account the memory effectsT. Patarinska, Denis Dochain, Spiros N. Agathos — 2000
On the stability of a delay differential population modelMing‐Po Chen, Jianshe Yu, Xiangzheng Qian — 1995
Role of time-delay in mathematical models of ecologyYu. S. Kolesov, D. I. Shvitra — 1979
Chaos control applied to cardiac rhythms represented by ECG signalsBianca Borem Ferreira, Marcelo A. Savi, Aline Souza de Paula — 2014
Time Lag in Population Growth Response of Isochrysis Galbana to a Variable Nitrate EnvironmentJohn Caperon — 1969
Comparative analysis of chaos control methods: A mechanical system case studyAline Souza de Paula, Marcelo A. Savi — 2011
Towards a theory of insect epidemiologyAlan A. Berryman — 1978
Periodic solutions of some nonlinear autonomous functional differential equationsRoger D. Nussbaum — 1974
Complex Dynamics in Experimental Populations of an Annual Plant, Cardamine PensylvanicaElizabeth E. Crone, Douglas Taylor — 1996
On the stability for a population growth equation with time delayJitsuro Sugié — 1992
Permanence and stability of a predator-prey system with stage structure for predatorLiming Cai, Xinyu Song — 2007
On the distribution of the time to extinction in the stochastic logistic population modelR. H. Norden — 1982
Estimating competition in cladocerans using data on dynamics of clutch size and population densityAlbrecht Gnauck, Vladimir Matveev — 1983

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