ProfessorMary Myerscough

A computational model of the initial/pre-collecting lymphatics, and a study of lymphatic valvogenesis

An ODE-Based Mathematical Model of Macrophage Phenotypes in Early Atherosclerosis

Constructing a Mathematical Model of High-Grade Serous Ovarian Cancer to Compare the Efficacy of Neoadjuvant and Adjuvant Chemotherapy Treatments

Enhancing Immune Checkpoint Blockade Efficacy through Oncolytic Virotherapy-Induced Tumor Microenvironment Modulation

Mathematical Modelling and Analysis of Oncolytic Virotherapy and Cancer Immunotherapy

Mathematical Modelling of Cancer Evolution

Mathematical modelling of Corneal Epithelial Cells

Mathematical Modelling of Human Evolution

Mathematical modelling of the evolution of human behaviours and strategic choice

Mathematical Models for Immune Checkpoint Blockade and Delayed Responses

Mathematical models for the study of the transmission of Nosema ceranae through a honey bee colony (Apis mellifera)

Mathematical Models in Oncolytic Virotherapy and Immunology

Mechanistic and Data-Driven Optimisation of Hydrogel-Based Oncolytic Virus and Dendritic Cell Delivery: Linking Immune Spatial Patterns to Treatment Scheduling

Modelling tumour-immune dynamics in Ovarian Cancer.

Multiphase models of early atherosclerotic plaque development

Optimizing anti-cancer viruses to enhance cancer immunotherapy

Periodic Solutions of the Generalised Logistic Equation

Reaction-diffusion-advection models for collagenous cap formation in atherosclerotic plaques

The Effect of Thermoreguatory Stress on Honey Bee Hives

Theory and experiments on cannibalism in macrophages

Topics in thermal convection in the Earth’s core