Spatial models of collective cell behaviour are often based on reaction-diffusion models that describe a population of motile cells that proliferate and die. Various flux and source terms within the reaction-diffusion framework can be used to model different mechanisms. For example, motility may involve random motion (diffusion), adhesion, haptotaxis, chemokinesis and chemotaxis. In many applications, such as wound healing, it is not always clear which motility mechanisms are most important. As a result, heuristic choices are often made without quantitative validation against real data. Those studies that do perform model validation and model comparison typically base decisions on the minimisation of residual errors. Unfortunately, this app...
Collective cell spreading takes place in spatially continuous environments, yet it is often modelled...
Scratch assays are routinely used to study collective cell behaviour in vitro. Typical experimental ...
Continuum, partial differential equation models are often used to describe the collective motion of ...
Spatial models of collective cell behaviour are often based on reaction-diffusion models that descri...
Reaction–diffusion models describing the movement, reproduction and death of individuals within a po...
Wound healing and tumour growth involve collective cell spreading, which is driven by individual mot...
In this work we implement approximate Bayesian computational methods to improve the design of a woun...
Biological processes underlying skin cancer growth and wound healing are governed by various collect...
Numerous biological processes, many impacting on human health, rely on collective cell movement. We...
Collective behaviour is critical to a variety of biological and ecological processes, including tumo...
In this work we implement approximate Bayesian computational methods to improve the design of a woun...
The study of how cell populations grow and spread is integral to understanding and predicting the i...
The Keller–Segel (KS) model is a system of partial differential equations that describe chemotaxis—h...
Collective cell movement is a key component of many important biological processes, including wound ...
To better understand development, repair and disease progression, it is useful to quantify the behav...
Collective cell spreading takes place in spatially continuous environments, yet it is often modelled...
Scratch assays are routinely used to study collective cell behaviour in vitro. Typical experimental ...
Continuum, partial differential equation models are often used to describe the collective motion of ...
Spatial models of collective cell behaviour are often based on reaction-diffusion models that descri...
Reaction–diffusion models describing the movement, reproduction and death of individuals within a po...
Wound healing and tumour growth involve collective cell spreading, which is driven by individual mot...
In this work we implement approximate Bayesian computational methods to improve the design of a woun...
Biological processes underlying skin cancer growth and wound healing are governed by various collect...
Numerous biological processes, many impacting on human health, rely on collective cell movement. We...
Collective behaviour is critical to a variety of biological and ecological processes, including tumo...
In this work we implement approximate Bayesian computational methods to improve the design of a woun...
The study of how cell populations grow and spread is integral to understanding and predicting the i...
The Keller–Segel (KS) model is a system of partial differential equations that describe chemotaxis—h...
Collective cell movement is a key component of many important biological processes, including wound ...
To better understand development, repair and disease progression, it is useful to quantify the behav...
Collective cell spreading takes place in spatially continuous environments, yet it is often modelled...
Scratch assays are routinely used to study collective cell behaviour in vitro. Typical experimental ...
Continuum, partial differential equation models are often used to describe the collective motion of ...