Applied Mathematics and Numerical Analysis | |||
| Session 622 - Applied Mathematics in Bioengineering I | |||
| Papers are sought that use computational and mathematical tools to address problems in the areas of biomedicine and biotechnology. Proposals to present need not include experimental data, but application-oriented studies are preferred to strictly theoretical work. Scales of interest may range from the intracellular to the organismal. Example topics include, but are not limited to, drug delivery design or refinement, models of biological processes at one or more scales, mathematical descriptions of biomimetic devices, and analysis or optimization of bioprocess systems in open- or closed-loop. | |||
| Chair: | Nikos Mantzaris | ||
| CoChair: | Sriram Neelamegham | ||
| CoSponsor(s): | Engineering Fundamentals in Life Science | ||
| 622a | Stochastic Modeling and Monte Carlo Simulation of the Temporal Evolution of Phenotypes R5, R5X4, and X4 of Human Immunodeficiency Virus Type 1 L. T. Fan, A. Argoti, S. T. Chou | ||
| 622b | An Adaptive Time Stepping Scheme for Systems of Stochastic Differential Equations with Multiple Multiplicative Noise. Chemical Langevin Equations, a Proof of Concept Vassilios Sotiropoulos, Yiannis N. Kaznessis | ||
| 622c | Quantifying the Effect of Cell Population Heterogeneity on Proliferation Rates Ryan Vargo, Kyriacos Zygourakis | ||
| 622d | Quantitative Assessment of Biofitness in Heterogeneous Bacterial Populations under Antibiotic Pressure Michael Nikolaou, Vincent H. Tam | ||
| 622e | Solution Multiplicity of Inversion Problems in Distributed Systems Kedar Kulkarni, Jeonghwa Moon, Libin Zhang, Andreas A. Linninger | ||
| 622f | Stochastic Population Balance Modeling of Influenza Virus Replication in a Vaccine Production Process Yury Sidorenko, Josef Schulze-Horsel, Andreas Voigt, Udo Reichl, Achim Kienle | ||
| 622g | Fluorescence Microscopy –Based Inverse Cell Population Balance Modeling Konstantinos Spetsieris, Kyriacos Zygourakis, Nikos Mantzaris | ||
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