activity
20142025
most citedA Fractional Diffusion Equation for an n-Dimensional Correlated Levy Walk

21 citations · 72 across the 12 of their papers we have counts for

collaborators

12 papers

cs.LG2025

When three experiments are better than two: Avoiding intractable correlated aleatoric uncertainty by leveraging a novel bias--variance tradeoff

Paul Scherer, Andreas Kirsch, Jake P. Taylor-King

Real-world experimental scenarios are characterized by the presence of heteroskedastic aleatoric uncertainty, and this uncertainty can be correlated in batched settings. The bias--…

cs.LG2025

No Foundations without Foundations -- Why semi-mechanistic models are essential for regulatory biology

Luka Kovačević, Thomas Gaudelet, James Opzoomer +5

Despite substantial efforts, deep learning has not yet delivered a transformative impact on elucidating regulatory biology, particularly in the realm of predicting gene expression…

cs.LG2022

PyRelationAL: a python library for active learning research and development

Paul Scherer, Alison Pouplin, Alice Del Vecchio +6

Active learning (AL) is a sub-field of ML focused on the development of methods to iteratively and economically acquire data by strategically querying new data points that are the…

q-bio.QM2022★ 5 cited

RECOVER: sequential model optimization platform for combination drug repurposing identifies novel synergistic compounds in vitro

Paul Bertin, Jarrid Rector-Brooks, Deepak Sharma +17

For large libraries of small molecules, exhaustive combinatorial chemical screens become infeasible to perform when considering a range of disease models, assay conditions, and dos…

q-bio.QM2020★ 6 cited

Utilising Graph Machine Learning within Drug Discovery and Development

Thomas Gaudelet, Ben Day, Arian R. Jamasb +11

Graph Machine Learning (GML) is receiving growing interest within the pharmaceutical and biotechnology industries for its ability to model biomolecular structures, the functional r…

cs.LG2020

Sparse Dynamic Distribution Decomposition: Efficient Integration of Trajectory and Snapshot Time Series Data

Jake P. Taylor-King, Cristian Regep, Jyothish Soman +3

Dynamic Distribution Decomposition (DDD) was introduced in Taylor-King et. al. (PLOS Comp Biol, 2020) as a variation on Dynamic Mode Decomposition. In brief, by using basis functio…

math.ST2017★ 12 cited

Operator Fitting for Parameter Estimation of Stochastic Differential Equations

Asbjørn N. Riseth, Jake P. Taylor-King

Estimation of parameters is a crucial part of model development. When models are deterministic, one can minimise the fitting error; for stochastic systems one must be more careful.…

q-bio.QM2017★ 16 cited

A Mean-Field Approach to Evolving Spatial Networks, with an Application to Osteocyte Network Formation

Jake P. Taylor-King, David Basanta, S. Jonathan Chapman +1

We consider evolving networks in which each node can have various associated properties (a state) in addition to those that arise from network structure. For example, each node can…

cond-mat.stat-mech2016★ 21 cited

A Fractional Diffusion Equation for an n-Dimensional Correlated Levy Walk

J. P. Taylor-King, R. Klages, S. Fedotov +1

Levy walks define a fundamental concept in random walk theory which allows one to model diffusive spreading that is faster than Brownian motion. They have many applications across…

physics.comp-ph2014★ 12 cited

Hard-sphere interactions in velocity jump models

Benjamin Franz, Jake Taylor-King, Christian Yates +1

Group-level behaviour of particles undergoing a velocity jump process with hard-sphere interactions is investigated. We derive -particle transport equations that include the pos…

q-bio.QM2014

From birds to bacteria: generalised velocity jump processes with resting states

Jake P. Taylor-King, Emiel van Loon, Gabriel Rosser +1

There are various cases of animal movement where behaviour broadly switches between two modes of operation, corresponding to a long distance movement state and a resting or local m…

cs.RO2014

Mathematical Modelling of Turning Delays in Swarm Robotics

Jake P. Taylor-King, Benjamin Franz, Christian A. Yates +1

We investigate the effect of turning delays on the behaviour of groups of differential wheeled robots and show that the group-level behaviour can be described by a transport equati…