Bio:

My research interests lie in Bayesian Artificial Intelligence, including causal discovery, game theory, uncertainty quantification, data mining and decision sciences. I specialise in Bayesian Network theory and modelling for prediction, uncertainty quantification, risk analysis and optimum decision making in real-world problems. I apply my research to a wide range of fields, for both academic research and industrial organisations, including sports, forensics, project management, medicine, property market, agriculture, software reliability, gambling and gaming.

I collaborate with organisations world-wide primarily in, but not limited to, the sports betting industry. I am also the founder of www.pi-football.com ; a website that provides free English Premier League football match predictions, since league season beginning August 2010, based on algorithms and models developed during my Ph.D.

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NEWS! July 2017: Check out our PLoS ONE publication on "The future of the London Buy-To-Let Property Market: Simulation with Temporal Bayesian Networks". Open access here.

NEWS! Feb 2017: We are offering a full PhD studentship (covers fees plus bursary ~£16.5k/year) in Bayesian Artificial Intelligence for Decision Making Under Uncertainty. All nationalities are eligible to apply. Deadline for applications is April 14, 2017. Further details here.

NEWS! Feb 2017: The School of Electronic Engineering and Computer Science at QMUL is offering three fully-funded PhD studentships (cover fees plus bursary ~£16.5k/year). Applications will be considered in any relevant area. Applicants may also propose their own topics, but they must be able to find a suitable supervisor who is willing to supervise the project. Prospective applicants are advised to contact potential supervisors to discuss project ideas and to ascertain whether the supervisor is eligible for one of these studentships. A list of potential research projects can be found here. All nationalities are eligible to apply. Deadline for applications is April 28, 2017. Further details here.