Session

Mathematical and experimental approaches to understand immune response to infection

9 Jul 2018, 10:30
New Law School/--026 (University of Sydney)

New Law School/--026

University of Sydney

100

Conveners

Mathematical and experimental approaches to understand immune response to infection: Part A

  • James O'Connor (The Australian National University)
  • Harshana Rajakaruna (University of Tennessee)

Mathematical and experimental approaches to understand immune response to infection: Part B

  • James O'Connor (The Australian National University)
  • Harshana Rajakaruna (University of Tennessee)

Description

In the last two decades, we have witnessed a rapidly increasing number of studies applying methods of mathematical modeling in immunology in general and specifically in the domain of T cell immunology. In part, this was due to the development of several quantitative and powerful techniques for detecting the dynamics of immune responses to pathogens ex-vivo, documenting cell dynamics directly in lymphoid tissues in-vivo, new methods to sequence the full T cell repertoire, and to predict T cell epitopes.
In parallel to the development of novel mathematical and computational models, this has led to better understanding of the results of these experiments, and providing a more quantitative view of the adaptive immune response. The purely theoretical models of the last decades have often been replaced by highly quantitative models that are checked on experimental in-vivo and in-vitro data in human and mice.
Here, we propose a mini-symposium to discuss these new models and their relation to novel experimental tools and the data from the perspective of both modellers and experimenters. Such minisymposium will be of interest beyond the domain of immunology.

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