Multilevel domain decomposition-based architectures for physics-informed neural networks.
Improved the performance of physics-informed neural networks by using multiple levels of domain decompositions to model different frequency scales in their outputs.
Dolean, V., Heinlein, A., Mishra, S., Moseley, B. (2024).
Computer Methods in Applied Mechanics and Engineering.
Paper    Code

Finite Basis Physics-Informed Neural Networks (FBPINNs): a scalable domain decomposition approach for solving differential equations.
Proposed a new method for solving differential equations which is able to scale to large problems by using physics-informed neural networks and a divide-and-conquer strategy.
Moseley, B., Markham, A., Nissen-Meyer, T. (2023).
Advances in Computational Mathematics.
Paper    Code

Super resolution of Lunar Satellite Images for Enhanced Robotic Traverse Planning: Maximizing the Value of Existing Data Products for Space Robotics.
Used deep learning to super-resolve images of the lunar surface by 2x, allowing us to see into small craters with higher detail.
Delgado-Centeno, J., Harder, P., Bickel, V., Moseley, B., et al (2023).
IEEE Robotics & Automation Magazine.
Paper

Cryogeomorphic Characterization of Shadowed Regions in the Artemis Exploration Zone.
Used deep learning to enhance satellite images of proposed landing sites on the Moon for NASA’s crewed Artemis mission, in particular those which contain permanently shadowed regions, allowing us to see into them with unprecedented detail for the first time.
Bickel, V., Moseley, B., Hauber, E., Shirley, M., Williams, J.-P., Kring, D. (2022).
Geophysical Research Letters.
Paper    News article

Extreme Low-Light Environment-Driven Image Denoising Over Permanently Shadowed Lunar Regions With a Physical Noise Model.
Used a combination of physical modelling and deep learning to enhance noisy satellite images of permanently shadowed regions on the Moon.
Moseley, B., Bickel, V., Lopez-Francos, I. G., Rana, L. (2021).
IEEE/CVF Conference on Computer Vision and Pattern Recognition (CVPR).
Paper    Blog post

Peering into Lunar Permanently Shadowed Regions with Deep Learning.
Used deep learning to enhance satellite images of many different permanently shadowed regions on the Moon, allowing us to see features within these regions down to 3 m in size for the first time.
Bickel, V., Moseley, B., López-Francos, I., Shirley, M. (2021).
Nature Communications.
Paper    News article

Seismic localization of elephant rumbles as a monitoring approach.
Showed that the location of elephants can be accurately determined by using the ground vibrations they make whilst calling each other and a positioning algorithm which is able to say how uncertain it is.
Reinwald, M., Moseley, B., Szenicer, A., Nissen-Meyer, T., …, Mortimer, B. (2021).
Journal of The Royal Society Interface.
Paper    Code    News article    Blog post

Seismic savanna: Machine learning for classifying wildlife and behaviours using ground-based vibration field recordings.
Szenicer, A., Reinwald, M., Moseley, B., Nissen-Meyer, T., …, Mortimer, B. (2021).
Showed machine learning can identify elephants and other animals using the seismic vibrations they make.
Remote Sensing in Ecology and Conservation.
Paper    Code

Deep learning for fast simulation of seismic waves in complex media.
Discussed in detail the advantages and challenges of using deep learning for simulating seismic waves, and presented multiple deep neural networks which can significantly accelerate traditional methods.
Moseley, B., Nissen-Meyer, T., Markham, A. (2020).
Solid Earth.
Paper    Code

Unsupervised Learning for Thermophysical Analysis on the Lunar Surface.
Used machine learning to disentangle the underlying factors of variation in the Moon’s surface temperature, allowing us to identify thermal anomalies on the surface and verify existing physical models.
Moseley, B., Bickel, V., Burelbach, J., Relatores, N. (2020).
The Planetary Science Journal.
Paper    News article    Blog post

Modern, Efficient, and Differentiable Transport Equation Models using JAX: Applications to Population Balance Equations.
Developed a modern JAX-based solver that achieves up to 300x acceleration in population balance equation simulations, enabling faster, fully differentiable models to automate engineering processes and shorten drug development timelines.
Alsubeihi, M., Jessop, A., Moseley, B., Fonte, C.P., Rajagopalan, A.K. (2024).
ArXiv.
Paper

ELM-FBPINN: efficient finite-basis physics-informed neural networks.
Significantly accelerated the training of physics-informed neural networks by combining them with domain decomposition and extreme learning machines.
Anderson, S., Dolean, V., Moseley, B., Pestana, J. (2024).
ArXiv.
Paper

Solving the wave equation with physics-informed deep learning.
Showed that physics-informed neural networks can be used to simulate complex wave physics, and potentially offer a faster approach than traditional simulation methods.
Moseley, B., Markham, A., Nissen-Meyer, T. (2020).
ArXiv.
Paper

Fast approximate simulation of seismic waves with deep learning.
Showed that deep neural networks can accelerate the simulation of seismic waves by multiple orders of magnitude compared to traditional simulation techniques.
Moseley, B., Markham, A., Nissen-Meyer, T. (2018).
ArXiv.
Paper    Code

Bayesian optimisation for variational quantum eigensolvers.
Showed that optimisation algorithms that are uncertain about their inputs can effectively combat noise in quantum computers, allowing them to accurately and efficiently compute the ground state energy of molecules.
Moseley, B., Osborne, M., Benjamin, S. (2018).
Working paper.
Paper    Code

Physics-informed machine learning: from concepts to real-world applications.
Investigated and discussed the challenges of scaling physics-informed machine learning (PIML) algorithms so that they can solve complex, real-world problems. Designed multiple different PIML algorithms for carrying out seismic simulation, low-light image enhancement, and thermal anomaly detection on the Moon.
Moseley, B. (2022).
University of Oxford.
Thesis

History-Matching of Imbibition Flow in Multiscale Fractured Porous Media Using Physics-Informed Neural Networks (PINNs).
Demonstrated that physics-informed neural networks can efficiently and accurately model multiphase flow in fractured porous media, validated against experimental data and numerical simulations.
Abbasi, J., Moseley, B., Kurotori, T., Jagtap, A., Kovscek, A., Hiorth, A., Andersen, P. (2024).
Workshop on Machine Learning and the Physical Sciences, NeurIPS.
Paper