Optimal Experimental Design and Inverse Problems

Learn more Add to Calendar 03/14/2017 05:37 PM 03/15/2017 05:37 PM Europe/London Optimal Experimental Design and Inverse Problems Location of the event
Tuesday 14 Mar 2017 - Wednesday 15 Mar 2017
Time: 17:37

About the event

Date: 14 - 15 March 2017 Time: 9:30 - 19:00 / 9:30 - 15:30 AGENDA Please note that attendance on this workshop is limited. If you or a colleague are interested in attending or would like to find out more, please contact the Turing Events team.

lrf logo This two-day workshop, with attendees from academia and industry, aims to address the theory and practice in data acquisition design for reduced uncertainty in Bayesian inverse problems. Such problems are ubiquitous in earth, environmental, material and biomedical sciences. The workshop will involve short presentations and exploring specific challenges through discussion and group work. The applications of geophysical exploration, structural integrity monitoring and material characterisation involve analytics for large sets of measurements acquired on a network of sensors. In the quest to make inferences about the surrounding media, these noisy data are subsequently processed by formulating and solving an appropriate inverse problem. This workshop aims to investigate how the statistical knowledge of a prior model can influence the data acquisition strategy, in order to maximise the expected information gain from a finite set of measurements. The workshop will involve short presentations and the exploration of specific challenges through discussion and group work. Confirmed speakers:

  • Lior Horesh, IBM

           From Big Data to Right Data – A Hybrid First-Principles Machine-Learning Meta-Level Optimization Approach

  • Alen Alexanderian, North Carolina State University

           Scalable Methods for Optimal Design of Experiments for Large-Scale Bayesian Inverse Problems Governed by PDEs

  • Dave C. Woods, University of Southampton

           Bayesian Optimal Design for Physical Models Derived from Ordinary Differential Equations

  • Paul B. Wilkinson, British Geological Survey

            Adaptive Optimal Survey Design for Time-Lapse Geoelectrical Monitoring

  • Jonathan Midgley, Petroleum Geo-Services

            The Future of Marine CSEM – An Industry Perspective

  • Johan Mattsson, Petroleum Geo-Services

             Inversion of Towed Streamer EM Data for Sub Surface Resistivity

  • Antonis Giannopoulos

             Realistic Numerical Modelling of GPR for Landmine Detection

  • Tanja Tarvainen

             Bayesian Approach to Quantitative Photoacoustic Tomography

  • Carola-Bibiane Schöinleb

             Bilevel Learning for Variational Regularisation Models

  • Armin Eftekhari

             Matrix Completion with Prior Information


This workshop is led by Nick Polydorides, Senior Lecturer at the University of Edinburgh and Faculty Fellow at The Alan Turing Institute. This event is funded by the Lloyd's Register Foundation Programme for Data-Centric Engineering.

Further info


The Alan Turing Institute

1st floor of the British Library, 96 Euston Road, London, NW1 2DB

51.5297753, -0.12665390000006