Mathematics

University of Passau

Germany, Passau

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University of Passau

Germany , Passau

Key Facts

Program Level

Bachelor

Study Type

Full Time

Delivery

On Campus

Campuses

Main Site

Program Language

German

Start & Deadlines

Next Intake Deadlines10-Jan-2021

Apply to this program

Go to the official application for the university

Duration 3 year(s)

Next Intake 10-Jan-2021

Mathematics

About

Are you an inquisitive person who likes getting to the bottom of things? Do you enjoy solving the odd brain teaser? And when you're working on one, do find you can't stop until you've come up with a solution? Mathematics is both art and science; it is language, precision and beauty. It is also of fundamental importance to nearly all academic disciplines and an indispensable prerequisite for the development of almost any modern technology you could think of. This degree programme teaches you a wide range of fundamental structures and methods in mathematics, imparting the necessary foundations of mathematical knowledge and skills to further maximise your choices after you graduate: building on the B.Sc. Mathematics, you can continue your studies and specialise in the mathematical field, follow up with a cross-disciplinary second degree, or alternatively enter the job market in a field that calls for a strongly mathematical background.

Requirements

Entry Requirements

To apply for this degree programme you need a recognised university entrance qualification, e.g. the German Abitur or an equivalent qualification.

Career

Mathematicians have outstanding career prospects, as they are highly sought after wherever high-level analytical thinking skills are a requirement. Mathematicians find employment in almost every segment of the public and private sector. Many mathematicians find work in the financial services industry, in consulting and auditing, market research, logistics, pharmaceuticals and IT, as well as in the research and development departments of high-tech companies. Graduates aiming for an academic career path at a university or research institute can continue by studying for a masterâ€™s degree.