Teaching/Lehre
Roland Speicher's recorded topics courses (in particular, Random Matrices, Mathematical Aspects of Quantum Mechanics and Free Probability Theory ) can be taken for credit by an adhoc arrangement; as, for example, here or here. If you are interested in such a possibility, please write an email to Roland Speicher (speicher@math.uni-sb.de).
Note: In the winter term 24/25 I am offering the Free Probability Theory topics course!
- Analysis II (Sommersemester 2024), von Roland Speicher, auf Deutsch
- Analysis I (Wintersemester 2023/24, von Roland Speicher, auf Deutsch)
- High-Dimensional Analysis: Random Matrices and Machine Learning (summer term 2023, by Roland Speicher)
- Mathematical Aspects of Quantum Mechanics (winter term 2020/21, by Roland Speicher)
- Random Matrices (winter term 2019/20, by Roland Speicher); a corrected and polished version of this has now appeared with EMS Press as Lectures on Random Matrices.
- Non-commutative Distributions (summer term 2019, by Roland Speicher)
- Free Probability Theory (winter term 2018/19, by Roland Speicher)
- Von Neumann algebras, subfactors, and planar algebras (summer term 2016, by Roland Speicher)
- Functional Analysis II (Operator Algebras) (summer term 2018, by Tobias Mai and Moritz Weber)
- Functional Analysis (winter term 2017/18, by Moritz Weber)
- Funktionentheorie (Sommersemester 2017, von Tobias Mai, auf Deutsch)
- Analysis III (Wintersemester 2016/17, von Roland Speicher, auf Deutsch)
- High Dimensional Analysis: Random Matrices and Machine Learning (summer term 2023, by Roland Speicher)
- Höhere Mathematik für Ingenieure 1 (in German, winter term 2020/21, by Roland Speicher)
- Höhere Mathematik für Ingenieure 2 (in German, summer term 2021, by Roland Speicher)
- Höhere Mathematik für Ingenieure 3 (in German, winter term 2021/22, by Roland Speicher)
- Mathematical Aspects of Quantum Mechanics (winter term 2020/21, by Roland Speicher)
- Random Matrices (winter term 2019/20, bei Roland Speicher), videos on youtube (with descriptive titles)
- Non-commutative Distributions (and Operator-Valued Free Probability) (summer term 2019, by Roland Speicher), videos on youtube (with descriptive titles)
- Free Probability Theory (winter term 2018/19, by Roland Speicher), videos on youtube (with descriptive titles)
Earlier
Here you can find more about the content of the lectures.
Summer term 2019
- Non-commutative Distributions
- Introduction to Noncommutative Differential Geometry
- Set theory and forcing
- Research Seminar on Free Probability
Winter term 2018/2019
- Free probability (Freie Wahrscheinlichkeitstheorie)
- Reading seminar on quantum groups and Hopf algebras
- 22nd Internetseminar on Ergodic Theorems
- Research Seminar on Free Probability
- Research Seminar on Functional Analysis
Summer term 2018
- Operator algebras (Functional analysis II)
- Random Matrices
- Reading Seminar: A Mathematical Introduction to Modern Physics
- Research Seminar on Free Probability
- Research Seminar on Functional Analysis
Winter term 2017/2018
- Functional Analysis
- Complex Analysis II
- Non-commutative (Algebraic) Geometry
- Students Seminar on The Millenium Prize Problems
- Research Seminar on Free Probability
- Research Seminar on Functional Analysis
Summer term 2017
- Complex Analysis
- Students Seminar on Operators on Hilbert Spaces
- Research Seminar on Free Probability
- Research seminar on Functional Analysis
Winter term 2016/2017
- Analysis III
- Short course on noncommutative algebra
- Reading course on Free Probability Theory
- Research Seminar on Free Probability
- Research Seminar on Functional Analysis
Summer term 2016
- Analysis II
- Von Neumann algebras, subfactors, and planar algebras
- Leseseminar zu Quantengruppen
- Research Seminar on Free Probability
- Research Seminar on Functional Analysis
- Preparatory math courses for studies in MINT subjects*
(*For students within the program Studies for refugees and people entitled to political asylum)
Winter term 2015/2016
- Real Analysis I
- Operator Algebras
- Hilbert Moduls and their Application
- Research seminar / Seminar "Ramanujan graphs of all degrees"
- Research Seminar on Free Probability
- Research Seminar on Functional Analysis
- Preparatory math courses for studies in MINT subjects*
(*For students within the program Studies for refugees and people entitled to political asylum)
Summer term 2015
- Real Analysis I
- Lecture on Combinatorics and Graph Theory
- Students Seminar on Operator Algebras and Free Probability
- Research Seminar on Free Probability
- Research Seminar on Functional Analysis
Winter term 2014/2015
- Noncommutative Distributions
- Research Seminar on Free Probability
- Research Seminar Functional Analysis
Summer term 2014
- Operator Algebras
- Students Seminar on Noncommutative Function Theory (Free Analysis)
- Research Seminar on Free Probability
- Research Seminar Functional Analysis
Winter term 2013/2014
- Functional Analysis
- Random Matrices and Free Entropy
- Students Seminar on Operators on Hilbert Spaces
- Research Seminar on Free Probability
- Research Seminar Functional Analysis
Summer term 2013
- Operator Algebras
- Students Seminar on von Neumann algebras
- Research Seminar on Free Probability
- Research Seminar Functional Analysis
Winter term 2012/2013
- Functional Analysis
- Complex Analysis II
- Mathematics for Biology and Chemistry
- Students Seminar on Free Probability
- Research Seminar on Free Probability
- Research Seminar Functional Analysis
Summer term 2012
- Complex Analysis
- Random Matrices
- C*-Algebras and K-theory
- Research Seminar on Free Probability
- Research Seminar Functional Analysis
Winter term 2011/2012
- Real Analysis III
- C*-Algebras
- Research Seminar on Free Probability
- Research Seminar Functional Analysis
Summer term 2011
- Real Analysis II
- Students Seminar Fourier Analysis
- Students Seminar von Neumann Algebras
- Research Seminar on Free Probability
- Research Seminar Functional Analysis
Winter term 2010/2011
- Real Analysis I
- Students Seminar Introduction to Free Probability
- Research Seminar Functional Analysis
Postal address
Saarland University
Department of Mathematics
Postfach 15 11 50
66041 Saarbrücken
Germany
Visitors
Saarland University
Campus building E 2 4
66123 Saarbrücken
Germany