Mathematical models have proven valuable in understanding the dynamics of HIV-1
infection in vivo. By comparing these models to data obtained from patients undergoing …

Models of HIV-1 infection that include intracellular delays are more accurate representations
of the biology and change the estimated values of kinetic parameters when compared to …

Mathematical modeling combined with experimental measurements have yielded important
insights into HIV-1 pathogenesis. For example, data from experiments in which HIV-infected …

The Habitat Suitability Index (HSI) models presented in this publication aid in identifying
important habitat variables. Facts, ideas, and concepts obtained from the research literature and …

This paper reports on a qualitative study exploring how distributed patterns of leadership
manifest themselves in project teams within a Higher Education institution. The emphasis is on …

Mathematical models have been used to understand the factors that govern infectious disease
progression in viral infections. Here we focus on hepatitis B virus (HBV) dynamics during …

1. Introduction. 1.1. Motivation. 1.2. Background. 1.3. Scope of this document. 1.4. Original
contributions--2. Solutions of systems of DDEs via the matrix Lambert W function. 2.1. …

Mathematical models of HIV-1 infection can help interpret drug treatment experiments and
improve our understanding of the interplay between HIV-1 and the immune system. We …

Information presented in this document is for use with the Habitat Evaluation Procedures (HEP)
and the Instream Flow Incremental Methodology (IFIM). The information also should be …

During acute hepatitis B virus (HBV) infection viral loads reach high levels (≈10 10 HBV
DNA per ml), and nearly every hepatocyte becomes infected. Nonetheless, ≈85–95% of …