A Dynamic Stress Model Explains the Delayed Drug Effect in Artemisinin Treatment of Plasmodium falciparum

INTEGRATION OF BIOSTATISTICS AND MATHEMATICAL MODELLING TO IMPROVE THE CONTROL OF INFECTIOUS DISEASES

Improving the control of infectious diseases requires the evaluation of interventions that prevent disease at the population level and succe..

SLOWING THE SPREAD OF MALARIA DRUG RESISTANCE BY EXTENDING THE LIFESPAN OF THE ARTEMISININ DERIVATIVES

Approximately 200 million clinical cases of malaria are treated globally each year. Alarmingly, resistance to the most highly effective anti..

DEVELOPING MATHEMATICAL MODELS OF INFECTION AND TRANSMISSION TO LINK BIOLOGY, EPIDEMIOLOGY AND PUBLIC HEALTH POLICY

Infectious diseases constitute a significant burden on the health of the population. Understanding how best to control them requires a multi..

BIO-METROLOGY AND MODELLING OF A COMPLEX SYSTEM: THE MALARIA PARASITE

This fellowship project aims to develop a cross-disciplinary program to measure, model and manipulate a complex cellular system — sexual dif..

FIGHTING EMERGING ANTIMALARIAL DRUG RESISTANCE

Artemisinin-based antimalarials (ARTs) save hundreds of thousands of lives every year. Unfortunately resistance of P. falciparum to ART is n..

CENTRE OF RESEARCH EXCELLENCE IN INFECTIOUS DISEASES MODELLING TO INFORM PUBLIC HEALTH POLICY

Infectious diseases pose a global challenge, with substantial human and economic costs. Mathematical models provide valuable frameworks to a..

Mathematical and statistical methods for modelling invivo pathogen dynamics

This project aims to develop mathematical models and Bayesian statistical methods that better capture how natural defence responses and drug..