activity
20162026
most citedDifferential Algebra for Model Comparison

2 citations · 3 across the 9 of their papers we have counts for

collaborators

9 papers

q-bio.QM2026

Topological Inference for Organoids

Haochen Yang, Byung Ho Lee, Anne Grapin-Botton +2

The reproducibility of organ morphology and the extent to which computational models can predict morphogenesis remain difficult to quantify, particularly for organs with complex ne…

q-bio.QM2026

Tensor analysis for lipid transport

Ilaria Pellegrinelli, Vincenzo Galgano, Mathilda Lennartz +2

High-dimensional biological datasets with molecular, spatial, and temporal dimensions are increasingly common. However, their analysis requires approaches that can integrate multip…

math.AT2026

Topology of Multi-species Localization

Abhinav Natarajan, Thomas Chaplin, Joshua A. Bull +5

Spatial relationships in multi-species data can indicate and affect system outcomes and behaviors, ranging from disease progression in cancer to coral reef resilience in ecology; t…

math.AT2026

Topological shape transform for thymus structures

Haochen Yang, Vadim Lebovici, Andreas Tarcevski +5

The Euler characteristic transform (ECT) is an emerging and powerful framework within topological data analysis for quantifying the geometry of shape. The applicability of ECT has…

q-bio.QM2025

TopROI: A topology-informed network approach for tissue partitioning

Sergio Serrano de Haro Iváñez, Joshua W. Moore, Lucile Grzesiak +4

Mammalian tissue architecture is central to biological function, and its disruption is a hallmark of disease. Medical imaging techniques can generate large point cloud datasets tha…

q-bio.QM2025

Topological model selection: a case-study in tumour-induced angiogenesis

Robert A McDonald, Helen M Byrne, Heather A Harrington +2

Comparing mathematical models offers a means to evaluate competing scientific theories. However, exact methods of model calibration are not applicable to many probabilistic models…

q-bio.QM2024

Persistent homology classifies parameter dependence of patterns in Turing systems

Reemon Spector, Heather A. Harrington, Eamonn A. Gaffney

This paper illustrates a further application of topological data analysis to the study of self-organising models for chemical and biological systems. In particular, we investigate…

q-bio.QM2024★ 1 cited

Algebraic identifiability of partial differential equation models

Helen Byrne, Heather Harrington, Alexey Ovchinnikov +3

Differential equation models are crucial to scientific processes. The values of model parameters are important for analyzing the behaviour of solutions. A parameter is called globa…

math.DS2016★ 2 cited

Differential Algebra for Model Comparison

Heather A. Harrington, Kenneth L. Ho, Nicolette Meshkat

We present a method for rejecting competing models from noisy time-course data that does not rely on parameter inference. First we characterize ordinary differential equation model…