Leipzig University MSc Mathematical Physics
Leipzig University · Faculty of Physics and Earth System Sciences and Faculty of Mathematics and Computer Science · Leipzig, Germany- English, full-time route
- Leipzig campus
- Winter intake
Living, fees, application and visa.
consecutive master’s
foreign degree route
120 ECTS total
algebra and analysis
theoretical or related
foreign degree route
What is the Leipzig University MSc Mathematical Physics?
Leipzig University MSc Mathematical Physics is a four-semester, 120 ECTS research degree for graduates with substantial mathematics and theoretical physics preparation. Leipzig publishes no ordinary tuition for this consecutive master’s. At the reference rate used here, the full planning budget is INR 28.05 lakh, equivalent to EUR 25,489.20.
The curriculum joins advanced mathematics with theoretical physics, then moves into a 15 ECTS research practice and 30 ECTS thesis. This guide covers winter 2027/28 using the university’s recurring foreign-degree deadline. The 2027 portal opening, future semester contributions and live elective timetable were not yet separately published.
How much does Leipzig MSc Mathematical Physics cost?
The two-year planning total is EUR 25,489.20, about INR 28.05 lakh, even though ordinary tuition is zero. It includes living, current recurring charges and one-off application costs. That baseline includes published living costs and current charges but doesn’t include travel, deposits or future rate changes.
| Item | INR | Local currency | When it is due |
|---|---|---|---|
| Tuition, full programme | INR 0 | EUR 0 | No ordinary tuition |
| Living costs, 24 months | INR 26.41 lakh | EUR 24,000 | Budgeted monthly |
| Semester contributions, four | INR 1.46 lakh | EUR 1,329.20 | Before each semester |
| New-student UniCard | INR 1,100 | EUR 10 | At first enrolment |
| uni-assist first application | INR 8,254 | EUR 75 | At application |
| German study visa | INR 8,254 | EUR 75 | At visa application |
| Two-year planning total | INR 28.05 lakh | EUR 25,489.20 | Before travel and deposits |
Germany’s 2026 finance evidence is EUR 11,904. It remains the student’s money and is already represented within the living-cost plan. Converted at EUR 1 = INR 110.0485, the ECB reference rate on 1 September 2026. Flights, refundable housing deposits, exchange spreads and future fee changes remain outside the total.
“Blocked bank account (“Sperrkonto”) in Germany with sufficient funds to cover the first year of studies”German Missions in India, study visa funding rule
The German Missions in India funding rule supports the blocked-account figure used here. The dated rupee conversion and its European Central Bank reference series are stated directly in the cost note above.
Leipzig’s estimate breaks out rent of EUR 250 to 425, insurance of EUR 140 to 180, study materials near EUR 70 and general living near EUR 300. A housing deposit of two to three months is extra.
The winter 2026/27 contribution is EUR 332.30. Using it four times makes the planning arithmetic visible but does not claim that later semester charges will stay unchanged.
Can an Indian applicant meet Leipzig Mathematical Physics entry rules?
Eligibility normally starts with mathematics, physics or computer science. Another degree needs the published 30 ECTS and 20 ECTS blocks. English B2, APS evidence and a complete uni-assist file finish the check. The faculty evaluates subject evidence separately from the foreign-degree document review and any competitive selection.
| Requirement | Published rule | What you do |
|---|---|---|
| Prior degree (India) | Normally mathematics, physics or computer science | Upload the award, transcript and module descriptions |
| Mathematics block (India) | 30 ECTS in algebra and analysis; up to 10 ECTS may come from other mathematics | Map credits by syllabus and assessment |
| Physics block (India) | 20 ECTS in theoretical physics or closely related fields | Identify eligible physics and differential-equation modules |
| English (India) | B2 CEFR | Submit accepted B2 evidence |
| APS certificate (India) (India) | Required in Leipzig’s normal Indian foreign-degree file | Start APS before the application window |
| GRE or GMAT (India) | No requirement published | Do not buy either test unless the faculty asks |
The faculty, not uni-assist, decides whether the academic content satisfies the programme rule.
APS verifies Indian academic documents for the application and visa chain. It does not issue the programme’s admission decision.
Three checks that can reject an Indian file
Only 10 ECTS can move in from other mathematics
The 30 ECTS block centres on algebra and analysis. The published rule permits no more than 10 ECTS from other mathematics, so a transcript dominated by statistics or numerical work may still miss the requirement.
Related physics still needs a defensible syllabus
The university gives examples such as quantum mechanics, experimental physics, complex systems, dynamical systems and differential equations. Build the map from assessed content rather than course names alone.
Winter is the verified foreign-degree route
The central catalogue also displays a summer application box, but the current faculty instructions for a foreign degree verify the 31 May winter route. Obtain written confirmation before planning a summer start.
How should an Indian applicant apply for Leipzig Mathematical Physics?
The route has a uni-assist review followed by Leipzig’s faculty decision, and the recurring winter deadline is 31 May. Map both credit blocks before paying. Document review and the faculty decision are separate, so a complete formal file doesn’t guarantee academic admission.
Submit the foreign degree through uni-assist, include module evidence for the faculty’s 30 and 20 ECTS review, and keep APS ready for the admission and visa chain.
| Start by | Task | Takes | Why this date |
|---|---|---|---|
| 23 Feb 2027 | Map the 30 and 20 ECTS blocks | 7 days | Use transcripts and official module descriptions. |
| 02 Mar 2027 | Start APS verification | 90 days | Keep the Indian document process moving early. |
| 30 Apr 2027 | Complete English B2 evidence | 30 days | Allow testing and result delivery. |
| 09 May 2027 | Prepare the uni-assist file | 21 days | Assemble award, marksheets, grading scale and translations. |
| 30 May 2027 | Submit through uni-assist | 1 day | Pay the fee and retain proof before 31 May. |
The allowances are Nbyula planning estimates, not processing times published by Leipzig University.
Academic mapping comes first because a completed formal application cannot replace a missing credit block.
The 2027 cycle opening was not separately posted on the research date. Treat 31 May as the recurring planning date and recheck the live My assist listing.
What jobs can follow Leipzig MSc Mathematical Physics?
The course can build evidence for doctoral study and mathematically intensive work. Leipzig highlights research links with MPI MiS, but publishes no cohort placement rate or salary. The curriculum can create research evidence, but Leipzig doesn’t publish a course-specific placement rate, salary distribution or employer guarantee.
| Measure | Figure | Basis |
|---|---|---|
| Research direction | Doctoral study and research | Official programme description |
| Industry direction | Analytical science and business roles | Official programme description |
| Placement rate | Not published | No programme cohort result |
| Graduate job search | Up to 18 months | German federal residence route |
The role directions come from the programme page and the residence period comes from federal law. Neither is a placement result.
Research Practice and the 30 ECTS thesis can become strong doctoral evidence when supervision and topic fit are secured.
The programme’s institutional links create access to a research environment, not guaranteed thesis supervision, doctoral admission or employment.
Who is Leipzig MSc Mathematical Physics for, and who should avoid it?
The strongest fit has formal analysis, algebra and theoretical-physics credit, enjoys proof-heavy work and wants a research thesis. The strongest file connects prior modules to the curriculum; the course isn’t a substitute for missing foundations. Cost alone isn’t a reliable reason to shortlist it.
| Verdict | Your background | Why |
|---|---|---|
| Strong fit | Physics graduate with strong analysis and algebra | The transcript can clear both published credit blocks. |
| Strong fit | Mathematics graduate with theoretical-physics depth | The programme supports geometry, stochastics, field theory and research. |
| Needs evidence | Computer science graduate with mathematical depth | Possible fit only when 20 ECTS of related physics can be mapped. |
| Do not shortlist | Broad engineering conversion applicant | The mathematics and theoretical-physics content may be insufficient. |
| Do not shortlist | Applicant needing guaranteed placement | No internship guarantee or programme placement rate is published. |
A good module plan links one mathematics choice, one physics choice and the free electives to a coherent thesis direction.
Do not shortlist only because ordinary tuition is zero. The research intensity, two-year living commitment and subject-credit screen remain decisive.
This isn’t a course where the award title alone settles fit, and it doesn’t turn an assessed project into a job guarantee. You’ll need the published entry evidence and a credible reason for the specific curriculum.
What does the 120 ECTS Leipzig Mathematical Physics MSc contain?
The published structure totals 120 ECTS and combines compulsory foundations, electives, research practice and a thesis. The catalogue defines the academic range, while current availability and prerequisites still shape the actual study plan. The thesis is the main independent research output in the degree.
| Code | Component | ECTS | Where it sits |
|---|---|---|---|
| MP1 | Mathematical Physics 1 | 10 | Compulsory |
| MP2 | Mathematical Physics 2 | 10 | Compulsory |
| 12-PHY-MWPT1 | Advanced Quantum Mechanics | 10 | Physics choice |
| 12-PHY-MWPT2 | Advanced Statistical Physics | 10 | Physics choice |
| 12-PHY-MWPQFG1 | General Relativity | 10 | Physics choice |
| 12-PHY-MWPQFG2 | Cosmology | 10 | Physics choice |
| 12-PHY-MWPTET4 | Relativistic Quantum Field Theory | 10 | Physics choice |
| 10-MAT-MPDG1 | Advanced Differential Geometry I | 10 | Mathematics choice |
| 10-MAT-MPSP1 | Stochastic Processes I | 10 | Mathematics choice |
| 10-MAT-MPAN1 | Advanced Analysis, PDE | 10 | Mathematics choice |
| 10-MAT-MPFOP1 | Functional Analysis and Operator Theory | 10 | Mathematics choice |
| 12-PHY-MWPSTP | Specialised Topics of Theoretical Physics | 5 | Seminar choice |
| 12-PHY-MWPSMP | Specialised Topics of Theoretical and Mathematical Physics | 5 | Seminar choice |
| 10-MAT-MPHSAL | New Developments in Algebra | 5 | Seminar choice |
| 10-MAT-MPHSAN | New Developments in Analysis | 5 | Seminar choice |
| 10-MAT-MPHSG | New Developments in Geometry | 5 | Seminar choice |
| 10-MAT-MPHSS | New Developments in Stochastics | 5 | Seminar choice |
| 12-PHY-MWPQFG3 | Quantum Field Theory on Curved Space Times | 10 | Elective |
| 12-PHY-MWPSTP1 | Quantum Field Theory of Many-Particle Systems | 10 | Elective |
| 12-PHY-MWPSTP2 | Statistical Mechanics of Deep Learning | 10 | Elective |
| 12-PHY-MWPMMP1 | Black Holes | 10 | Elective |
| 12-PHY-MWPTKM3 | Theory of Soft and Bio Matter | 10 | Elective |
| 12-PHY-MWPTKS1 | Stochastic Processes in Physics, Biology and Earth Science | 10 | Elective |
| 12-PHY-MWPTKS2 | Non-linear Dynamics and Pattern Formation | 10 | Elective |
| 12-PHY-MWPXT1 | Group Theory and Its Applications in Physics | 10 | Elective |
| 12-PHY-MWPCQM2 | Physics of Driven and Open Quantum Systems | 5 | Elective |
| 12-PHY-MWPCQM3 | Geometry and Topology in Quantum Matter | 5 | Elective |
| 10-MAT-MPDS1 | Dynamical Systems | 10 | Elective |
| 10-MAT-MPDS2 | Advanced Theory of Dynamical Systems | 10 | Elective |
| 10-MAT-MPSTAN | Selected Topics in Analysis | 10 | Elective |
| 10-MAT-MPDST | Discrete Stochastic Models in Physics | 10 | Elective |
| 10-MAT-MPSTAG | Selected Topics in Algebra and Geometry | 10 | Elective |
| 10-MAT-MPAN2 | Advanced Analysis II | 10 | Elective |
| 10-MAT-MPDG2 | Advanced Differential Geometry II | 10 | Elective |
| 10-MAT-MPFOP2 | Advanced Operator Theory | 10 | Elective |
| 10-MAT-MPSP2 | Stochastic Processes II | 10 | Elective |
| 12-PHY-MWPTKM4 | Practical Course, Condensed Matter Theory | 5 | Practical option |
| 12-PHY-MWPCQM1 | Practical Course, Quantum Theory of Condensed Matter | 5 | Practical option |
| 12-PHY-MWPQFG6 | Practical Course, Quantum Field Theory and Gravity | 5 | Practical option |
| 12-PHY-MWPTKM5 | Practical Course, Quantum Statistical Physics | 5 | Practical option |
| 12-PHY-MWPTKS3 | Practical Course, Complex Systems | 5 | Practical option |
| 12-111-1026 | Numerical Weather Prediction and Climate Modelling | 5 | Extended elective |
| 12-111-1034 | Data Assimilation | 5 | Extended elective |
| 10-202-2104 | Neuro-Inspired Information Processing | 10 | Extended elective |
| 10-202-2133 | Artificial Neural Networks, Deep Learning, Machine Learning and Signal Processing | 10 | Extended elective |
| 10-202-2201 | Visualisation | 10 | Extended elective |
| 10-202-2205 | Graphs and Biological Nets | 10 | Extended elective |
| Research | Research Practice | 15 | Compulsory |
| Thesis | Master’s thesis | 30 | Fourth semester |
| Total | 120 |
- Choose one 10 ECTS physics module and one 10 ECTS mathematics module
- Complete 30 ECTS of electives, with at least 20 from the core list and no more than 10 from the extended list
- Five sample study plans illustrate combinations; the certificate itself does not name a track
Elective rotation means the current TOOL catalogue must be tested against any preferred model track.
The programme permits up to two listed 5 ECTS practical modules inside its elective rules.
Mathematical Physics 1 and 2 create the shared base before the catalogue branches into advanced mathematics and theoretical physics. Advanced Quantum Mechanics and Advanced Statistical Physics are natural anchors for quantum and many-body work, while Advanced Differential Geometry, functional analysis, operator theory, partial differential equations and stochastic processes provide the mathematical language. The published flexibility assumes that applicants already possess substantial analysis, algebra and theoretical-physics preparation. It does not recreate the full undergraduate sequence. That is why the 30 ECTS mathematics and 20 ECTS theoretical-physics admission blocks matter academically as well as administratively: without them, the advanced choices are unlikely to form a workable first-year plan.
One possible direction joins General Relativity, Cosmology, Relativistic Quantum Field Theory and Quantum Field Theory on Curved Space Times. Another can connect quantum many-particle theory, condensed-matter practice and the geometry of quantum matter. Group theory, geometry and topology can support either route, but the five model tracks are planning examples rather than certificate specialisations. Black holes, driven and open quantum systems, deep-learning statistical mechanics, nonlinear patterns, soft and biological matter, and complex systems widen the research terrain. The real constraint is not the number of attractive titles; it is whether prerequisites, term rotation and a supervisor allow them to culminate in one research question.
The catalogue also supports computational evidence through numerical weather prediction, climate modelling, data assimilation, neural information processing, machine learning, visualisation and biological networks. These modules can complement a theoretical profile when the mathematical method and physical problem remain clear. The practical courses in condensed matter, quantum theory, field theory and gravity, quantum statistical physics and complex systems provide more focused preparation for Research Practice. That 15 ECTS research block and the 30 ECTS thesis together occupy more than a third of the degree, so supervision and topic fit shape the experience more strongly than a generic programme ranking. Leipzig names research and analytical career directions but publishes no audited placement or salary outcome for this MSc.
The mathematics choices also differ in purpose. Advanced analysis and operator theory can support quantum foundations; differential geometry is central to relativity; stochastic processes and dynamical systems suit probabilistic or nonlinear models. The programme’s flexibility is therefore structured by the physical question, not by a free-standing wish to collect abstract mathematics. A transcript map that already shows these foundations is more persuasive than a broad degree title because the faculty evaluates the published credit blocks directly.
Research Practice is where a model track has to become a feasible project with methods, supervision and a bounded result. The later thesis extends that work but does not guarantee publication, doctoral admission or a particular employer. For a research-oriented applicant this concentration is a strength; for someone seeking a general physics survey or a compulsory corporate placement it is a material drawback.
The free-elective space can support the chosen direction, but it does not remove prerequisite chains inside either faculty. A geometry-heavy relativity plan and a stochastic complex-systems plan may both satisfy the award while producing very different preparation. The programme page is therefore most informative when read alongside the applicant’s existing module map, the current timetable and the research groups able to supervise the intended topic.
That distinction also affects career interpretation. Mathematical modelling, doctoral physics and quantitative analytical work reward overlapping but not identical portfolios. The thesis topic, methods and research practice reveal more about readiness than the award name alone, while the absence of programme-level employment data prevents a defensible probability claim for any one path.
Should an Indian applicant shortlist Leipzig MSc Mathematical Physics?
Shortlist it if your transcript clears both published credit floors and you want mathematically rigorous research, and only then. The faculty checks 30 ECTS of mathematics and 20 ECTS of theoretical or related physics. The deciding issue isn’t the title alone; the transcript, language evidence and intended research direction must align.
The main value is a flexible route across geometry, field theory, quantum systems, stochastic processes and dynamical systems, followed by substantial research. The tradeoff is that module rotation and prerequisites shape the real choice, while the five model tracks are examples and do not appear as certificate specialisations.
Two things are genuinely hard here. Applicants from outside mathematics, physics or computer science must prove the exact 30 and 20 ECTS blocks, which can exclude an otherwise strong file. And the programme is research-heavy rather than experimentally broad, so someone seeking a general physics conversion or guaranteed industry placement should not shortlist it.
- The full-time MSc lasts four semesters and carries 120 ECTS.
- A non-standard degree needs 30 ECTS in algebra and analysis plus 20 ECTS in theoretical or related physics.
- The foreign-degree winter deadline follows the recurring 31 May uni-assist route.
- The two-year planning total is EUR 25,489.20, about INR 28.05 lakh, before travel and deposits.
- Research Practice carries 15 ECTS and the master’s thesis carries 30 ECTS.
- Leipzig publishes no Mathematical Physics placement rate or graduate salary.
Frequently asked questions
Is Leipzig MSc Mathematical Physics taught in English?
Yes. Leipzig lists English as the programme language and requires English at B2 CEFR. The university still recommends learning German for daily life and work. Module availability must be checked in the current timetable because English programme status does not guarantee that every optional course runs in every semester.
What credits are required for Leipzig Mathematical Physics?
Applicants outside mathematics, physics or computer science need 30 ECTS in algebra and analysis, with no more than 10 ECTS substituted from other mathematics, plus 20 ECTS in theoretical physics or closely related fields. The faculty checks transcripts and module content before issuing its eligibility decision.
What is the Leipzig Mathematical Physics deadline for India?
For a foreign university degree, the faculty publishes a winter uni-assist deadline of 31 May. The page plans for 31 May 2027, subject to the cycle opening. A summer box appears in the central catalogue, but the current faculty foreign-degree instructions do not verify a summer route.
Does Leipzig Mathematical Physics require GRE or GMAT?
No GRE or GMAT requirement is published. The admission decision instead turns on the prior degree, the 30 ECTS mathematics block, the 20 ECTS physics block and English B2. A test score cannot replace missing university credit, so spend effort on a defensible module map and official descriptions.
How much does Leipzig Mathematical Physics cost?
Leipzig publishes no ordinary tuition for this consecutive master’s. The present two-year plan is EUR 25,489.20, about INR 28.05 lakh. It includes 24 months at the university’s living estimate, four current semester contributions, one UniCard, one uni-assist application and the German study-visa fee.
Does Leipzig publish Mathematical Physics placements?
No. The official pages describe research groups, MPI MiS connections, doctoral study and analytical work in science or business, but provide no programme cohort placement percentage, salary distribution or employer denominator. Treat those directions as possible uses of the degree, not as measured graduate outcomes or guaranteed positions.
Sources
These sources support the programme, admission, cost, experience and immigration information used on this page.
Sources checked on September 2, 2026. The next intake covered here is Winter 2027/28; foreign-degree applications by 31 May 2027.
| No. | Source | Evidence role |
|---|---|---|
| 01 | Leipzig University, Mathematical Physics MSc profile | Core programme evidence |
| 02 | Leipzig University faculty, Mathematical Physics structure and application | Supporting external evidence |
| 03 | Leipzig University, international master application and APS | Supporting external evidence |
| 04 | Leipzig University, semester contribution | Supporting external evidence |
| 05 | Leipzig University, international student living costs | Supporting external evidence |
| 06 | German federal portal, study and graduate residence | Supporting external evidence |
| 07 | uni-assist, handling fees | Supporting external evidence |
| 08 | ECB, EUR to INR reference rate | Supporting external evidence |
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