Yorck Sommerhäuser

Courses

Memorial University of Newfoundland

• Abstract Algebra
  Fall semester 2023
• Ring Theory
  Fall semester 2023
• Complex Function Theory
  Winter semester 2022
• Hopf Algebras
  Winter semester 2022
• Introductory Number Theory
  Fall semester 2021
• Differential Geometry
  Winter semester 2021
• Homological Algebra
  Winter semester 2021
• Introductory Number Theory
  Fall semester 2020
• Projective Geometry
  Winter semester 2020
• Hopf Algebras
  Winter semester 2020
• Galois Theory
  Fall semester 2019
• Introductory Number Theory
  Fall semester 2018
• Introduction to Complex Analysis
  Fall semester 2018
• Lie Algebras
  Winter semester 2018
• Linear Algebra II
  Fall semester 2017
• Introductory Number Theory
  Fall semester 2017
• Group Theory
  Winter semester 2017
• Set Theory
  Winter semester 2017
• Introduction to Complex Analysis
  Fall semester 2016
• Hopf Algebras
  Winter semester 2016
• Introduction to Complex Analysis
  Fall semester 2015

SUNY Buffalo

• Algebra II
  Spring semester 2015
• Introduction to Differential Equations
  Spring semester 2015
• Algebra I
  Fall semester 2014
• Introduction to Differential Equations
  Fall semester 2014
• Hopf Algebras
  Spring semester 2014
• Introduction to Differential Equations
  Spring semester 2014
• Introduction to Differential Equations
  Fall semester 2013

University of South Alabama

• Calculus 3
  Spring semester 2013
• Calculus 2
  Fall semester 2012
• Calculus 1
  Spring semester 2012
• Differential Geometry
  Fall semester 2011
• Precalculus Trigonometry
  Fall semester 2011
• Calculus 3
  Spring semester 2011
• Calculus 2
  Fall semester 2010
• Calculus 3
  Spring semester 2010
• Precalculus Trigonometry
  Fall semester 2009
• Finite Mathematics
  Spring semester 2009
• Calculus 3
  Fall semester 2008
• Calculus 2
  Spring semester 2008
• Calculus 3
  Fall semester 2007
• Calculus 2
  Fall semester 2007

University of Cincinnati

• Calculus 2
  Spring quarter 2007
• Calculus 1
  Winter quarter 2007
• Calculus 0
  Autumn quarter 2006

LMU München

• Algebraic number theory II (Algebraische Zahlentheorie II)
  Summer semester 2004
• Algebraic number theory I (Algebraische Zahlentheorie I)
  Winter semester 2003/2004

LMU München (Course Assistance)

• Algebra I (Algebra I)
  Winter semester 2004/2005
• Linear algebra II (Lineare Algebra II)
  Summer semester 2004
• Linear algebra I (Lineare Algebra I)
  Winter semester 2003/2004
• Algebra II
  Summer semester 2003
• Algebra I
  Winter semester 2002/2003
• Algebra II
  Summer semester 2002
• Algebra I
  Winter semester 2001/2002
• Linear algebra and analytic geometry II (Lineare Algebra und analytische Geometrie II)
  Summer semester 2001
• Linear algebra and analytic geometry I (Lineare Algebra und analytische Geometrie I)
  Winter semester 2000/2001
• Linear algebra for economy mathematicians (Lineare Algebra für Wirtschaftsmathematiker)
  Winter semester 1999/2000
• Linear algebra II for information scientists (Lineare Algebra II für Informatiker)
  Summer semester 1999
• Linear algebra I for information scientists (Lineare Algebra I für Informatiker)
  Winter semester 1998/99
• Quantum group theory II (Theorie der Quantengruppen II)
  Summer semester 1998
• Introduction to quantum group theory (Einführung in die Theorie der Quantengruppen)
  Winter semester 1997/98
• Sheaf theory and its applications
  Winter semester 1997/98
• Linear algebra and analytic geometry I (Lineare Algebra und analytische Geometrie I)
  Winter semester 1995/96
• Homological algebra (Homologische Algebra)
  Summer semester 1995
• Hopf algebras (Hopf-Algebren)
  Summer semester 1995
• Linear algebra and analytic geometry for physicists (Lineare Algebra und analytische Geometrie für Physiker)
  Winter semester 1994/95

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• Last modification: January 4, 2024