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Universität Regensburg
Bachelor German Mathematics & Natural Sciences

Mathematics

Bachelor of Science (B.Sc.)

About the Program

After a solid grounding, the study program offers the opportunity to get to know current areas of mathematics. All disciplines of modern mathematics (algebra, analysis, geometry, topology, number theory...) are represented in Regensburg. Special focus areas at the highest international level exist in Regensburg in "Applied Analysis", "Number Theory and Algebraic Geometry" and in "Geometry and Global Analysis". Exercises are held in small groups for all lectures. These are a central component of the program and serve to deepen the understanding of the lecture content. In the Bachelor Mathematics program, a minor subject is studied in addition to mathematics (amounting to approximately one-sixth of the total program).
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After a solid grounding, the study program offers the opportunity to get to know current areas of mathematics. All disciplines of modern mathematics (algebra, analysis, geometry, topology, number theory...) are represented in Regensburg. Special focus areas at the highest international level exist in Regensburg in "Applied Analysis", "Number Theory and Algebraic Geometry" and in "Geometry and Global Analysis". Exercises are held in small groups for all lectures. These are a central component of the program and serve to deepen the understanding of the lecture content. In the Bachelor Mathematics program, a minor subject is studied in addition to mathematics (amounting to approximately one-sixth of the total program).

General Requirements

Specific requirements for this program are not in our database yet. The following are typical for this degree and language in Germany — always verify the exact requirements on the program's official page.

Academic qualification

A recognised higher-education entrance qualification (Abitur or equivalent). International applicants may need recognition via Anabin and, if not directly eligible, a Studienkolleg + assessment exam (Feststellungsprüfung).

Language

German at C1 level (DSH-2, TestDaF TDN 4, Goethe-Zertifikat C1, or telc C1 Hochschule).

Typical documents

  • Recognised diploma and transcript (certified translations)
  • Language certificate
  • Passport and passport photo
  • Tabular CV (Lebenslauf)
  • Letter of motivation (for many programs)
  • Application via uni-assist / VPD (for most international applicants)

Which Professions Does This Program Open Up?

Related profession searches from Bundesagentur für Arbeit (BERUFENET) data:

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Subjects / Topic Areas

Mathematics

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Frequently Asked Questions

Quick answers about Mathematics at Universität Regensburg

Is Mathematics at Universität Regensburg taught in German or English?

This Bachelor programme is taught in German. Make sure to check the language requirements (e.g. TestDaF, DSH, IELTS or TOEFL) before applying.

How much does the Mathematics programme cost?

No tuition fee (only semester contribution). International students should also budget around 800–1000 EUR/month for living costs in Germany.

What are the admission requirements for Mathematics at Universität Regensburg?

Typical requirements include: a recognised secondary/undergraduate degree, proof of language proficiency (German), and (for non-EU applicants) a uni-assist application plus financial proof (Sperrkonto ~11.904 EUR/year).

When is the application deadline?

Application deadlines vary: winter semester usually closes on 15 July, summer semester on 15 January. Always confirm the exact deadline on the official university website.

Can I work in Germany while studying Mathematics?

Yes. International students may work up to 140 full days / 280 half days per year without additional permission. After graduation you can apply for an 18-month job-seeker permit.

How do I apply to Universität Regensburg — directly or via uni-assist?

Most German universities accept international applications through uni-assist for document verification. Some unis accept direct applications — check the programme page on the official site.

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