# Mathematics in Uppsala

The Department of Mathematics at Uppsala University is constantly growing. Since the nineties, our research has multiplied and now covers a wide range of topical areas of mathematics. The diversity of our research is also reflected in our undergraduate programmes, where we focus on both all-around mathematical education and in-depth knowledge.

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## Going to the Roots of Mathematical Trees

Cecilia Holmgren was the first to prove theorems that describe the split trees’ general properties. Read more about how she breaks ground in probability theory.

# New investment in mathematical research

Their ability to describe motion of liquids and gases makes them useful in a variety of applications. Yet there’s no one who fully understands the Navier-Stokes equations. Large parts of their nature remain a mystery. But that’s something that Denis Gaidashev, researcher in mathematics, intends to change.

## Postgraduate Studies in Mathematics

If you want to do research in mathematics, then a postgraduate programme is a first step in the right direction. To enter our programme, you need a master's degree in mathematics, or a master's degree in engineering physics. On our website, we usually advertise vacant PhD positions which all eligible candidates are welcome to apply. The advert will be posted in February.

The photo shows Marta Leniec who received her doctoral degree in financial mathematics at CIM last year. Today, she works for Swedbank as quantitative analyst.

## Study Mathematics

Do you enjoy mathematics and want to take your skills to the next level? As a student at the Master Programme in Mathematics in Uppsala you will gain deeper insights in most major and modern areas of mathematics.

## Centre for Interdisciplinary Mathematics (CIM)

The Centre for Interdisciplinary Mathematics in Uppsala facilitates novel and exciting joint research between the mathematical sciences and other disciplines and industry. The aim is to engage mathematics directly in science by using mathematics to understand real world systems.