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Current Developments in Mathematical Biology cover

This volume is a collection of papers on various areas of current interest in mathematical biology, such as epidemic disease modeling, including the effects of vaccination and strain replacement; immunology, such as T-Cell dynamics and the mechanism of phagocytosis; knot theory; DNA computation; and Boolean networks.

Sample Chapter(s)
Methylation of Dna May be Useful As a Computational Tool: Experimental Evidence (464 KB)


Contents:
  • Methylation of DNA may be Useful as a Computational Tool: Experimental Evidence (S Gal et al.)
  • Dynamics of Random Boolean Networks (J F Lynch)
  • Unknots and DNA (L H Kauffman & S Lambropoulou)
  • Developing a Mathematical Model of Phagocytosis: A Learning Process (N Macura et al.)
  • An Age Structured Model of T-Cell Populations (B Kohler)
  • Modeling and Simulation of Age- and Space-Structured Biological Systems (B P Ayati)
  • Nutrient-Plankton Interaction with a Toxin in a Variable Input Nutrient Environment (S R-J Jang & J Baglama)
  • On the Mechanism of Strain Replacement in Epidemic Models with Vaccination (M Martcheva)

Readership: Researchers, graduate students in mathematics, mathematical biology and computer science.