biomathematics

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biomathematics

(bī′ō-măth′ə-măt′ĭks)
n. (used with a sing. verb)
The application of mathematical principles to biological processes.

bi′o·math′e·mat′i·cal adj.
bi′o·math′e·ma·ti′cian (-mə-tĭsh′ən) n.
References in periodicals archive ?
Shu, "Global dynamics of an in-host viral model with intracellular delay," Bulletin of Mathematical Biology, vol.
Atchade, "Persistence in fluctuating environments," Journal of Mathematical Biology, vol.
Earn, "Interactions between the immune system and cancer: a brief review of non-spatial mathematical models," Bulletin of Mathematical Biology, vol.
Hayden has applied his background in mathematics, physics, and especially mathematical biology, along with 60 peer reviewed articles to “Fracked In The Barnett Shale”, including topics on: Ozone Pollution Problems, small particle pollution, health hazards to fracking employees, Benzene and Breast Cancer, Formaldehyde Pollution, and more.
The high-level objectives are to expand drug discovery capacity and to enhance computational biology, mathematical biology and biophysics.
A study on the non-linear flow of blood through arteries, Bulletin of Mathematical Biology, 49(1987), 257-277.
In a paper published in the Bulletin of Mathematical Biology, Huseyin Coskun describes a mathematical model which analyzes image sequences of single, live cells to determine abnormalities manifested in their shape and behavior.
In recent years, Mathematical Modeling has emerged as a powerful tool and plays an important role in real world problems, one such area of investigations is Mathematical Biology i.
A mathematical model for assessing control strategies against West Nile virus, Bulletin of Mathematical Biology 67 1107-1133.
Ludwig Fund for Cancer Research, the Joint Program in Mathematical Biology and J.
Oliver Ebenhoeh from the university's Institute of Complex Systems and Mathematical Biology said that scientists have known for centuries that plants have an internal clock which allows them to know instinctively when night time will fall.
Differential equations and mathematical biology, 2d ed.
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