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A Multi-scale Approach for Understanding Antigen Presentation in Immunity
Contents
Contact Information
Principal Investigator/Contact
Denise E. Kirschner
University of Michigan
Phone: (734) 647-7722
Fax: (734) 764-3562
E-mail: kirschne@umich.edu
Project Web Site: http://malthus.micro.med.umich.edu/MSM/
Co-PIs and Collaborators
J. Flynn, Co-PI
University of Pittsburgh
M. Miller, Consultant
Washington University
D. Ghosh, Co-PI
University of Michigan
J. Linderman, Co-PI
University of Michigan
Grant Number - 1-R01-LM-009027-01
Funding Agency
National Library of Medicine (NIH-NLM) and National Institute of Allergy and Infectious Diseases (NIH-NIAID)
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Research Emphasis
The human immune response works to either clear or control pathogens upon infection. Antigen presentation is critical to the immune response. It is the process by which peptide fragments of pathogens are taken up by cells and displayed on the cell surface. Events at multiple scales (genetic, molecular, cellular, tissue, and organ) are involved in this process. A comprehensive understanding of antigen presentation will require an integrated picture of events that are occurring over multiple spatial and time scales.
The specific goal of the project is to use mathematical and statistical models towards understanding antigen presentation during Mycobacterium tuberculosis infection. M. tuberculosis is the causative agent of tuberculosis, and the leading cause of death due to infectious disease in the world today. M. tuberculosis is an intracellular bacterial pathogen. As the premise behind vaccines is to train the immune system to recognize pathogens and to quickly respond, information gained from this study can be immediately applied to vaccine design for Mycobacterium tuberculosis and other pathogens.
The researchers will be utilizing data from non-human primate and mouse systems.
Abstract
Disease Focus
Tuberculosis, Immunology.
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Scales Examined
Time Scales
- Microsecond (μs)
- Millisecond (ms)
- Second(s)
- Minutes
- Hours
- Days
Biological Scales
- Molecular
- Molecular Complexes
- Sub-Cellular
- Cellular
- Multi-Cellular Systems
- Tissue
- Organ
- Organ Systems
Length Scales
- Nanometer and below (nm)
- Micrometer (μm)
- Millimeter (mm)
- Centimeter (cm)
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Modeling Methods and Tools (MMT)Areas and Percent Focus
Ordinary Differential Equations (several non-linear types, all continuous, determistic approaches) and Agent-based Model (stochastic, discrete approach).
Software Development
Framework/Sharing Environment
Open source software used in the lab. Not currently involved in development frameworks.
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