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Correction for Zhang et al., Reconstructing the early spatial spread of pandemic respiratory viruses in the United States. [PDF]
Proc Natl Acad Sci U S Aeuropepmc +1 more source
Modular mathematical modelling of biological systems.
, 2016 Gill, M, McKeever, S, Gavaghan, D
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MATHEMATICS AND COMPLEXITY IN BIOLOGICAL SCIENCES
Mathematical Models and Methods in Applied Sciences, 2011This special issue continues the tradition of the journal Mathematical Models and Methods in Applied Sciences on the modeling, qualitative analysis, and simulation of complex systems. More precisely, systems of many individuals interacting in a non- linear manner.
N Bellomo, F Brezzi
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A mathematical model of biological evolution
Journal of Mathematical Biology, 1982In order to understand generally how the biological evolution rate depends on relevant parameters such as mutation rate, intensity of selection pressure and its persistence time, the following mathematical model is proposed: dNn(t)/dt = (mn(t) - mu)Nn(t) + muNn-1(t) (n = 0,1,2,3,...), where Nn(t) and mn(t) are respectively the number and Malthusian ...
Ishii, K., Matsuda, H., Ogita, N.
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Biological control of malaria: A mathematical model
Applied Mathematics and Computation, 2013zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Mini Ghosh, Abid Ali Lashari, Xue-Zhi Li
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The Mathematics Behind Biological Invasions
Interdisciplinary Applied Mathematics, 2016Sergei Petrovskii +2 more
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Some Mathematics of Biological Oscillations
SIAM Review, 1977A description is given of the qualitative theory of ordinary differential equations which can be used to analyze oscillatory systems in biology, i.e., the existence and stability of periodic solutions of n-dimensional nonlinear systems of ordinary differential equations. The theory is organized around the biological topics.
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