Directory Sites

  • Blower, Sally

    Includes papers on vaccine effectiveness projections and the rate of resistance to vaccines by certain viruses. Features interactive control model simulations for epidemic disease treatments. From the biomathematics department at UCLA.

    www.biomath.medsch.ucla.edu

  • Gurney, William S.C.

    Department of Statistics and Modelling Science, University of Strathclyde. Theoretical Ecology. Software, publications, teaching material.

    www.stams.strath.ac.uk

  • Watton, P N

    Cardiovasular biomechanics. Mathematical modelling of abdominal aortic aneurysms and heart valves.

    www.peaktutors.pwp.blueyonder.co.uk

  • Berger, Bonnie

    Professor of Applied Mathematics at the Massachusetts Institute of Technology (MIT), and head of the Computation and Biology group

    theory.lcs.mit.edu

  • Jungck, John R.

    Beloit College, WI. Specializes in mathematical molecular evolution, history and philosophy of biology, and science education reform.

    beloit.edu

  • White, Gary C.

    Department of Fishery and Wildlife Biology, Colorado State University, CO, USA. Quantitative ecology, estimation of population parameters, compensatory mortality in mule deer populations, development of Program MARK. Publications, MARK software.

    www.warnercnr.colostate.edu

  • Hastings Alan

    Department of Environmental Science and Policy, University of California Davis, CA, USA. Theoretical ecology and population biology.

    two.ucdavis.edu

  • Cinquin, Olivier

    Publications in theoretical biology and biochemistry. Areas of special interest include somitogenesis, molecular "switches" acting in cellular differentiation, bHLH dimerization networks, and morphogen gradients.

    cinquin.org.uk

  • Goriely, Alain

    Professor at the Department of Mathematics and Program in Applied Mathematics of the University of Arizona. Research interests include morphoelasticity (modeling of elastic growth), geometry and mechanics of proteins, and microbiomechanics (the mechanics of microbial systems).

    math.arizona.edu

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