Search Results for author:
Found 4 papers, 2 papers with code
Quantifying cell cycle regulation by tissue crowding
Finally, we compare our mathematical model predictions to different experiments studying cell cycle regulation and present a quantitative analysis on the impact of density-dependent regulation on cell migration patterns.
Structural identifiability analysis of linear reaction-advection-diffusion processes in mathematical biology
We show that the differential algebra approach can always, in theory, be applied to such models.
Quantifying tissue growth, shape and collision via continuum models and Bayesian inference
Although tissues are usually studied in isolation, this situation rarely occurs in biology, as cells, tissues, and organs, coexist and interact across scales to determine both shape and function.
A local continuum model of cell-cell adhesion
In this paper, we present a new continuum model of cell-cell adhesion which can be derived from a general nonlocal model in the limit of short-range interactions.
