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Why there are no three-headed monsters, resolving some problems with brain tumours, divorce prediction and how to save marriages - James D Murray

Why there are no three-headed monsters, resolving some problems with brain tumours, divorce prediction and how to save marriages - James D Murray

FromThe Secrets of Mathematics


Why there are no three-headed monsters, resolving some problems with brain tumours, divorce prediction and how to save marriages - James D Murray

FromThe Secrets of Mathematics

ratings:
Length:
79 minutes
Released:
Mar 21, 2014
Format:
Podcast episode

Description

Professor James D Murray, Professor Emeritus of Mathematical Biology, University of Oxford and Senior Scholar, Applied and Computational Mathematics, Princeton University, gives the annual Hooke Lecture. Understanding the generation and control of pattern and form is still a challenging and major problem in the biomedical sciences. I shall describe three very different problems.

First I shall briefly describe the development and application of the mechanical theory of morphogenesis and the discovery of morphogenetic laws in limb development and how it was used to move evolution backwards. I shall then describe a surprisingly informative model, now used clinically, for quantifying the growth of brain tumours, enhancing imaging techniques and quantifying individual patient treatment protocols prior to their use. Among other things, it is used to estimate patient life expectancy and explain why some patients live longer than others with the same treatment protocols.

Finally I shall describe an example from the social sciences which quantifies marital interaction that is used to predict marital stability and divorce. From a large study of newly married couples it had a 94 percent accuracy. I shall show how it has helped design a new scientific marital therapy which is currently used in clinical practice.
Released:
Mar 21, 2014
Format:
Podcast episode

Titles in the series (93)

A series of talks and lectures from Oxford Mathematicians exploring the power and beauty of their subject. These talks would appeal to anyone interested in mathematics and its ever-growing range of applications from medicine to economics and beyond.