Description
Biological responses typically follow distributions that can be modelled mathematically, conforming to standard structures. In recent work, we assessed the death rate of antibody-producing cells (PC), and found that the underlying structure is likely a survival maximum for each cell drawn from a continuum, with cells falling into continua of short-lived and long-lived states. The long-lived state is of interest, as these are the cells that protect individuals from infections (viruses, bacteria, fungi, parasites) for many years, and also cause years-long allergies (to peanuts, tree nuts, dust mites and environmental toxins). Here, we seek to establish through a series of experiments, how that population structure is laid down. We will use a novel bone marrow transplant model to assess carriage capacity of femurs, and PC fate-mapping, a genetic tool that means extant PC are traced in time, to reveal the decay structure. We will use competitive and non-competitive scenarios to look at what features make PC long-lived and able to protect for long timespans versus predict a short-lived trajectory. Mouse models, high dimension flow cytometry, including spectral flow, surgery techniques, mouse handling, mathematic modelling, RNAseq, scRNAseq and ATACseq will be applied in the work.
Essential criteria:
Minimum entry requirements can be found here: https://www.monash.edu/admissions/entry-requirements/minimum
Keywords
plasma cell, antibody, mathematics, death, differentiation, immunology, immunity, B cell, homeostasis, turnover
School
School of Translational Medicine » Immunology and Pathology
Available options
PhD/Doctorate
Time commitment
Full-time
Physical location
Alfred Centre
Co-supervisors
Dr
Mark Dowling
(External)
