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).

Lecture Notes of various classes
Video Recordings of various classes by Roland Speicher

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

Information for visitors