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20212026
most citedFrom Poincare Maps to Lagrangian Descriptors: The Case of the Valley Ridge Inflection Point Potential

12 citations · 14 across the 12 of their papers we have counts for

collaborators

14 papers

math.AP2026

Speed and stability of segregated waves in a pressure-based model of heterogeneous cell populations

Carles Falcó, Rebecca M. Crossley, Martina Conte +1

We consider a minimal pressure-based model of heterogeneous cell populations consisting of proliferative and non-proliferative cells with different mobilities. The model is formula…

q-bio.TO2026

Adaptive therapy under parametric, structural, and measurement uncertainty

Alexander P Browning, Rebecca M Crossley, Ryan J Murphy +2

Adaptive therapy has emerged as a promising treatment strategy that exploits within-tumour competition to delay disease progression. Implementation, however, typically relies on in…

q-bio.SC2026

The role of estrogen receptor alpha on calcium transport during smooth muscle contractions

Rebecca M Crossley, Jessica R Crawshaw, Neda K Joniani +3

Reproductive hormones regulate a wide range of physiological processes throughout the human lifespan. Estrogen, in particular, varies substantially across the menstrual cycle and i…

q-bio.QM2026

Reliable mechanistic operator recovery with biologically-informed neural networks: principles for architecture and optimisation design

Rebecca M. Crossley, Yuan Yin, Sarah L. Waters +1

Many biological processes are governed by complex dynamical mechanisms that remain incompletely understood despite increasing volumes of experimental data. Biologically-informed ne…

q-bio.QM2026

A likelihood-based framework for simultaneously learning both noise and growth dynamics using biologically-informed neural networks

Rebecca M. Crossley, Ruth E. Baker

In recent years, neural ordinary differential equation frameworks such as Biologically-Informed Neural Networks (BINNs) have shown promise for learning mechanistic laws from sparse…

math.AP2026

An optimal control approach to nonlinear wave speed selection in reaction-diffusion equations

Rebecca M. Crossley, Carles Falco, Ruth E. Baker

Travelling wave solutions of reaction-diffusion equations are widely used to model the spatial spread of populations and other phenomena in biology and physics. In this article, we…