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20232026
most citedFraming structural identifiability in terms of parameter symmetries

2 citations · 3 across the 10 of their papers we have counts for

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math.ST2026

Structural functional identifiability and model discovery in differential equation models

Torkel E Loman, Alexander P Browning, Ruth E Baker

Differential equation models are widely used to describe, interpret, and predict dynamical phenomena across science and engineering. In practice, however, the governing dynamics ar…

stat.ME2026

Reliable model selection in the presence of parameter non-identifiability

Yong See Foo, Torkel E. Loman, Alexander P. Browning +3

Mathematical models are invaluable for understanding and predicting how biological systems behave, although their construction requires specifying mechanisms and relationships that…

stat.ME2026

Structural identifiability of partially-observed stochastic processes: from single-particle trajectories to total particle density data

Arianna Ceccarelli, Alexander P. Browning, Ruth E. Baker

The increasing availability of experimental data has intensified interest in calibrating stochastic models, raising fundamental questions about parameter identifiability. Structura…

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…

math.DS2026

Framing local structural identifiability and observability in terms of parameter-state symmetries

Johannes G. Borgqvist, Alexander P. Browning, Fredrik Ohlsson +1

We introduce a subclass of Lie symmetries, called parameter-state symmetries, to analyse the local structural identifiability and observability of mechanistic models consisting of…