LQ placeholderMathematics for personalized medicine

Mathematics for personalized medicine

Creating powerful mathematical methods for predicting the outcomes of diseases that pinpoint the right treatments and speed up drug trials.

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Bayesian networks analysis of malocclusion data

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Using networks to understand medical data: the case of class III malocclusions

A. Scala, P. Auconi, M. Scazzocchio, G. Caldarelli, J. McNamara, L. Franchi

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Modern medicine can access vast amounts of patient-specific data, such as individual genomes, blood bio-markers and medical images. But it fails to use this information effectively. Analysing next-generation data with previous-generation tools causes avoidable patient harm, misses clues to new treatments and contributes to the high failure rate of clinical trials.

In this project we create more powerful mathematical methods for predicting disease outcomes. Most present-day mathematical and machine learning methods have a common Achilles heel. When the amount of information becomes too large, they confuse real patterns with noise and miss the wood for the trees—a breakdown known as overfitting. Our approach to bypassing this is founded on treating topological patterns in medical data as constraints on a random graph ensemble.

More accurate clinical prediction reduces the likelihood of harmful, ineffective treatments and saves lives. Each doomed trial that gets stopped early by better analysis of preliminary data saves over £100m for health services and the drug industry. And rescuing failing trials by identifying appropriate drug recipients broadens the range of available drugs.

Related papers

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Bayesian networks analysis of malocclusion data

M. Scutari, P. Auconi, G. Caldarelli, L. Franchi

Scientific Reports

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Using networks to understand medical data: the case of class III malocclusions

A. Scala, P. Auconi, M. Scazzocchio, G. Caldarelli, J. McNamara, L. Franchi

PLoS ONE

See related papers >