Jonathan Owen
School of Mathematical and Physical Sciences
Research Associate
Full contact details
School of Mathematical and Physical Sciences
K29
Hicks Building
Hounsfield Road
Sheffield
S3 7RH
- Profile
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I am a Postdoctoral Research Associate working on the NERC funded project “Aerosol-MFR: Towards Maximum Feasible Reduction in Aerosol Forcing Uncertainty”, working with Dr Jill Johnson and Prof Jeremy Oakley. In this project I am developing and applying Bayesian statistical and uncertainty quantification methodology to reduce aerosol radiative forcing uncertainty within the Met Office’s UK Earth System Model (UKESM1). This entails: emulation of numerous high- dimensional model outputs; uncertainty quantification linking model outputs to the real world including identifying sources of structural model discrepancy; and comparison with observation data to determine optimal combinations to address parametric uncertainty and thus reduce model uncertainty.
I obtained my PhD in Mathematical Statistics at Durham University supervised by Prof Ian Vernon and Prof Michael Goldstein working on Bayesian uncertainty analysis and decision support for complex computer models of physical systems with application to production optimisation of subsurface energy resources. Subsequently I undertook a postdoctoral research associate position at Durham University supervised by Prof Ian Vernon performing Bayes linear emulation and history matching of the JUNE model, a stochastic agent-based model for the transmission of infectious diseases, for the Covid-19 pandemic in England and a large refugee camp in collaboration with the UN.
Prior to my current position I was a Postdoctoral Research Fellow on the UKRI Future Leaders Fellowship project “SMB-Gen: Constraining projections of ice sheet instabilities and future sea level rise”, with Dr Lauren Gregoire and Prof Daniel Williamson, University of Exeter. In this project I developed Bayesian statistical emulation methodology for surface mass balance within coupled climate and ice sheet computer models to aid the assessment of ice-sheet instabilities and the resulting sea level rise. Furthermore, I used statistical methods to link past, present, and future coupled climate and ice-sheet simulations in order to constrain future predictions of ice-sheet evolution.
- Research interests
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I am a Bayesian Statistician interested in the analysis of computer models of complex physical systems to address real world problems. My research interests
include: Bayesian emulation; Bayes linear statistics; Gaussian processes; uncertainty quantification techniques and sensitivity analysis; model-observation comparison through history matching and calibration; as well as decision support methods. I am particularly interested in developing methodology and applying this within the environmental sciences including: atmospheric sciences; climatology; and glaciology, whilst I also have application experience in epidemiology and subsurface energy resources.
- Publications
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Journal articles
- Contrasting the penultimate glacial maximum and the last glacial maximum (140 and 21 ka) using coupled climate–ice sheet modelling. Climate of the Past, 20(10), 2191-2218. View this article in WRRO
- Bayesian emulation and history matching of JUNE. Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences, 380(2233). View this article in WRRO
Chapters
- Bayesian Emulation of Complex Computer Models with Structured Partial Discontinuities, Springer Proceedings in Mathematics & Statistics (pp. 1-13). Springer International Publishing
Conference proceedings papers
- A Bayesian Statistical Approach to Decision Support for TNO OLYMPUS Well Control Optimisation under Uncertainty. ECMOR XVII (pp 1-27)
Other
- Sensitivity of of coupled climate and ice sheet of modern Greenland to atmospheric, snow and ice sheet parameters.
- Parameter ensemble simulations of the North American and Greenland ice sheets and climate of the Last Glacial Maximum with Famous-BISICLES.
Preprints
- Hierarchical Bayesian Emulation of the Expected Net Present Value Utility Function via a Multi-Model Ensemble Member Decomposition.
- Contrasting the Penultimate and Last Glacial Maxima (140 and 21 ka BP) using coupled climate-ice sheet modelling, Copernicus GmbH.
- Bayesian Emulation for Computer Models with Multiple Partial Discontinuities, arXiv.
- Bayesian Emulation and History Matching of JUNE, Cold Spring Harbor Laboratory.
- Research group