## Detail Information

### Publications

- Klebsiella pneumoniae flocculation dynamicsD M Bortz

Department of Applied Mathematics, University of Colorado, Boulder, CO 80309 0526, USA*Bull Math Biol*70:745-68. 2008..We generate artificial data and illustrate the requirements to accurately identify proliferation, aggregation, and fragmentation of flocs in the experimental domain of interest... - Incorporation of variability into the modeling of viral delays in HIV infection dynamicsH T Banks

Center for Research in Scientific Computation, Box 8205, North Carolina State University, Raleigh, NC 27695 8205, USA*Math Biosci*183:63-91. 2003..We also show that the models are quite sensitive to the mean of the distribution which describes the delay in viral production, whereas the variance of this distribution has relatively little impact... - Sensitivity analysis of a nonlinear lumped parameter model of HIV infection dynamicsD M Bortz

Department of Mathematics, University of Michigan, 2074 East Hall, 525 East University Avenue, Ann Arbor, MI 48109 1109, USA*Bull Math Biol*66:1009-26. 2004..The results support the claim that the presence of a nonzero delay has a major impact on the model dynamics. Lastly, we comment upon the inadequacies of an alternative principle component based analysis... - A parameter sensitivity methodology in the context of HIV delay equation modelsH T Banks

Center for Research in Scientific Computation, North Carolina State University, Raleigh, NC 27695 8205, USA*J Math Biol*50:607-25. 2005..A sensitivity methodology for nonlinear delay systems arising in one class of cellular HIV infection models is presented. Theoretical foundations for a typical sensitivity investigation and illustrative computations are given...