Life
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Stakeholder Type

Life

5.3.4

Sub-Field

Life

Whether for medical technologies such as diagnostic imaging, surgical intervention, prevention of infectious disease outbreaks and cancer treatment, or for biological applications in neuroscience, genomics and improving agricultural practices, mathematics plays a central role in our study of living systems.17

Future Horizons:

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5-yearhorizon

Mathematicians flow into biology

Collaborations enable mathematicians to formalise a number of key problems facing biology, encouraging a flow of mathematicians into the field.

10-yearhorizon

Neuroscience benefits from theory-formation

Theory-formulation takes over from data analysis as the prime role of mathematicians working in neuroscience.

25-yearhorizon

Mapping initiatives facilitate clinical research

Success in a number of mapping initiatives, from the Human Cell Atlas to the topology of neuronal networks, facilitates clinical research that improves the outcome of cancer, dementia and other treatments.

One example is the Human Cell Atlas,18 which aims to make a cellular and molecular-level resolution three-dimensional map of the human body. This involves the integration of vast amounts of data, inclusion of annotation at relevant resolutions and incorporating the facility to interrogate the underlying data. The mid-term aim is to build a foundation model of the human body at cellular and molecular resolution.19

In neuroscience, there is a lack of mathematical models to describe high-dimensional, non-linear complex systems.20 If the mathematical tools for describing the dynamics of such systems were to be developed, there would probably be applications in many other areas, such as economics.

For these projects and others, which promise a revolution in the ability to understand and engineer the mechanisms of life, lack of data is not always the main problem, though data for a comprehensive Human Cell Atlas would be transformational for biology and medicine. Instead, there is a need to formalise the mathematical requirements of biology21 so that mathematicians can efficiently and effectively work with biologists to make progress — there are progress opportunities here for both fields. There is also a need to understand how deep or complex the models of various systems need to be in order for progress to be made — not all biological systems require the same level of granularity for useful analysis.22

Life - Anticipation Scores