Information for those interested in the Master's Program
Information about content, application and counselling for the master's program.
Information about content, application and counselling for the master's program.
In the Master's program Statistics and Data Science, the basic scientific concepts and methods of statistics are deepened and expanded as a basis for responsible data analysis. Due to its strong research-oriented focus, the completed degree program enables students to further develop and redesign suitable statistical methods even in very complex application situations. During their studies, students further choose to deepen their understanding with respect to one of five focus areas: Machine Learning, Biostatistics, Social Science and Data Science, Econometrics or Methodology and Modeling.
If you want to learn more about the concrete lectures and specialization possibilities, you can visit the page with Information for enrolled students in the current available master's program (here you can find also the study regulations and the module catalogue)
(portal opens on March 15th for Winter Semester/September 15th for Summer Semester)
For students without LMU user ID
For students with LMU user ID
Winter semester | Summer semester | |
---|---|---|
Application portal opens | March 15th | September 15th |
Strict application deadline | May 15th | November 15th |
Result of first stage, test will be sent | End of May/ Beginning of June | End of November/ Beginning of December |
Results of second stage | Early July | Early January |
Selections interviews | Early/ middle July | Early/middle January |
Application deadline at the international office | July 15th | January 15th |
Official start of the semester | October 1st | April 1st |
Start of courses | Mid-October | Mid-April |
The following are considered prerequisites for prospective master's students.
Statistical Modelling: Linear and generalized linear regression, interpretation of additive models; regularization (Ridge, Lasso); model selection (AIC, BIC); principal component analysis
Statistical Inference: point and interval estimators; maximum likelihood including asymptotic statements, likelihood inference in GLMs; priors and posteriors including predictive posterior; principles of statistical testing, testing based on ML estimators, important tests, multiple testing
Principles of Machine Learning: Risk minimization; classification, regression in machine learning context, LDA, QDA, naive Bayes, KNN; evaluation, resampling, standard performance metrics, ROC analysis; decision trees, fundamentals of neural networks; fundamentals of hyperparameter tuning
Fundamentals of probability theory: Kolmogorov's axioms; random variables, moments; definition of discrete and continuous distributions, joint and marginal distributions, definition and properties of conditional expectations, covariance and correlation; concepts of convergence, laws of large numbers, central limit theorem
Linear algebra: abstract vector spaces, basis systems; linear functions, kernel, range, invertibility; inner products, orthogonality, projections; eigenvalues, eigenvectors, spectral decomposition; quadratic forms, SVD, Cholesky decomposition
Analysis: convergence, sequences, series; continuity, differentiability; convexity, open and closed sets; differentiation in R^d, integration in R^d; Taylor series and Taylor approximation; basics of nonlinear optimization problems
Statistical software and statistical programming: Proficiency in a statistical programming language (R or python); programming paradigms (functional/OOP/imperative); control flow, vectorization, iteration; functions & data types; basic algorithms; error handling & debugging; version control; data visualization; Familiarity with a standard ML toolkit in R or Python and some applied ML experience
The following sources cover most of the knowledge above:
This is a non-binding outline. Only the text of the „Satzung über das Eignungsverfahren für den Masterstudiengang Statistics and Data Science an der Ludwig-Maximilians-Universität München (PDF, 106 KB)“ is valid.
The application will be assessd by grade in the previous studies (up to 5 points) and knowledge in three areas:
A list of relevant lectures (PDF, 25 KB) (PDF, 25 KB) is provided for guidance.
Decision according to achieved points
Applicants without the necessary prerequisites can (for example) apply for the Bachelor Statistics and Data Science to acquire missing knowledge.
General information on enrollment
If you are coming from abroad you additionally have to register here:
https://www.lmu.de/en/study/degree-students/registration/index.html
For individual questions about the Master's program please reach out to Lea Höhler. master.consultancy@stat.uni-muenchen.de