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Understand the maths behind health and medicine

Careers with maths
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Gavin Harper is a mathematician working right at the heart of genetics

A favourite from the archive...
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March 2010
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Medicine

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Over the past one hundred years, mathematics has been used to understand and predict the spread of diseases, relating important public-health questions to basic infection parameters. Matthew Keeling describes some of the mathematical developments that have improved our understanding and predictive ability.

Tags: epidemiology : differential equation : Medicine


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Mathematics makes a clean sweep in the Nobel Prizes.

Tags: astronomy : Nobel prize : physics : chemistry : Medicine : economics : Genes


Can mathematics help defend against another attack?

Tags: epidemiology : Medicine


Tags: mathematical modelling : statistical estimation : statistical distribution : medical statistics : Medicine


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To make hard decisions, you need hard facts. Medical statistics can help us to decide what treatment to look for when we are ill, and to estimate our chances of recovery.

Tags: conditional probability : medical statistics : Medicine : clinical trial : meta-analysis


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Ever since the thalidomide tragedy, governments have realised the importance of a strict licensing regime for new drugs. Medical statistician Robert Hemmings explains how his work for the Medicines Control Agency helps to safeguard the health of the nation.

Tags: medical statistics : Medicine


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Use our animations to find out

Tags: statistics : actuarial mathematics : mortality table : risk analysis : statistical prediction : medical statistics : Medicine : uncertainty


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Researchers have used mathematical modelling to understand the evolution of the influenza virus.

Tags: epidemiology : statistical prediction : Medicine : stochastic model : evolution


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To study a system, mathematicians begin by identifying its most crucial elements, and try to describe them in simple mathematical terms. As Phil Wilson tells us, this simplification is the essence of mathematical modelling.

Tags: mathematical modelling : epidemiology : Medicine : hooke's law : dimensionless groups


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What's the risk of passive smoking? Or climate change? How big is the terrorist threat? And should we trust league tables? These issues concern all of us, but it's not always easy to make sense of the barrage of media information. David Spiegelhalter, Winton Professor for the Public Understanding of Risk, gives Plus his take on uncertainty.

Tags: bayes theorem : risk analysis : public understanding of mathematics : mathematics in the media : medical statistics : Medicine : uncertainty : Bayesian model


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Take part in research from home, and help defeat malaria with Africa@home.

Tags: distributed computing : Medicine : malaria


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How to manipulate risk statistics

Tags: statistics : risk analysis : public understanding of mathematics : mathematics in the media : medical statistics : Medicine


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How to manipulate risk statistics

Tags: statistics : risk analysis : public understanding of mathematics : mathematics in the media : medical statistics : Medicine


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How advanced mathematical techniques save lives.

Tags: operational research : Medicine


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Not so long ago, if you had a medical complaint, doctors had to open you up to see what it was. These days they have a range of sophisticated imaging techniques at their disposal, saving you the risk and pain of an operation. Chris Budd and Cathryn Mitchell look at the maths that isn't only responsible for these medical techniques, but also for much of the digital revolution.

Tags: Image analysis : frequency : Fourier analysis : Medicine : wave : CAT scan : Fourier transform


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A new foam with medical potential

Tags: bubble : minimal surface : differential equation : Medicine : kelvin's problem


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Plus starts a new project on health and medicine

Tags: epidemiology : medical statistics : Medicine


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The European Science Foundation backs systems biology

Tags: mathematical modelling : Medicine : biology : systems biology


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New insights into gene permutations

Tags: mathematical modelling : Medicine : biology : virus


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How does it spread?

Tags: mathematical modelling : epidemiology : Medicine


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A new Bayesian network helps predict the severity of the disease

Tags: bayes theorem : Medicine : bayesian network


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Which drugs should be available on the NHS?

Tags: medical statistics : Medicine : mean : median : QALY


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How do we know how many people have got it?

Tags: statistics : mathematical modelling : epidemiology : Medicine