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Research mathematicians work in many different areas and do many different types of work. This work includes proving deep and abstract theorems; developing mathematical descriptions (mathematical models) to explain or predict real phenomena such as the spread of cancer or the flow of liquids; and applying mathematical principles to identify trends in data sets. Applied research can also contribute to the development of a commercial product or develop intelligence about business trends.
The application of mathematics is so varied that collaboration with other scientists and people in other commercial functions in industry is very common. Research is undertaken into a diverse range of pure and applied maths including algebra, analysis, combinatorics, differential equations, dynamic systems, geometry and topology, fluid mechanics, mathematical biology and numerical analysis.
Mathematicians in commercial organisations are involved with developing new products and providing insight into business performance. In academic and research organisations, projects develop understanding in particular areas of maths. Despite these differences, work in both settings is usually office-based and dependent on specialist computer systems.
Typical activities include:
There are very few pure research posts in universities, and most mathematicians working in research will also have teaching responsibilities. This may involve giving lectures to large groups of students, giving tutorials to small groups and setting and marking work including examinations.
In commercial settings, mathematicians are likely to be allocated specific projects. In smaller organisations, they may be involved in all stages of the product - from concept to customer. Activities may include:
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