Prof. Dr. Anke Pohl — Teaching Activities

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Winter 2020/21

Sabbatical

therefore only contributions to

• Reading Course Analysis

• ForschungsErfahrungen im Bachelorstudium

Mehr Information finden Sie unter diesem Link. Kontaktieren Sie mich bei Interesse!

Useful material

greek alphabet

Former teaching and lecture notes

Notes from winter/summer schools:

• Summer School on "Eigenfunction estimates and related topics", Marburg, July 8-10, 2015 (Notes for my revision of geometric Fourier analysis on Riemannian symmetric spaces)
• Winter School on Quantum Ergodicity and Harmonic Analysis. Part II, January 23-25, 2013 (Notes for my lecture series on Lindenstrauss' measure classification)

Courses at U Bremen:

• Summer 2020:
  • Elementare Zahlentheorie
  • Seminar Differentialgeometrie (Lehramt)
  • Reading Course Analysis
  • ForschungsErfahrungen im Bachelorstudium
• Winter 2019/20:
  • Analysis 3 für Vollfach
  • Proseminar Hyperbolische Geometrie
  • ForschungsErfahrungen im Bachelorstudium
• Summer 2019:
  • Analysis 2 für Vollfach
  • Vertiefung zur Analysis 2 für Vollfach (Forschendes Lernen)
  • Ergodentheorie
  • ForschungsErfahrungen im Bachelorstudium
• Winter 2018/19:
  • Analysis 1
  • Vertiefung zur Analysis 1 für Vollfach
  • Proseminar Zahlentheorie
  • ForschungsErfahrungen im Bachelorstudium
• Summer 2018: Höhere Mathematik 2 für E-Technik, Physik, System Engineering und Wiing (Advanced Mathematics 2 for Engineering and Physics)

Courses at U Jena:

• Winter 2017/18:
  • Analysis 3 für Lehramt Gymnasium (Analysis 3 for Teachers Eduation)
  • Ergodentheorie (Ergodic Theory)
• Summer 2017:
  • Analysis 2 für Lehramt Gymnasium
  • Topologie
• Winter 2016/17:
  • Analysis 1 für Lehramt Gymnasium
  • Saaltutorium für Analysis 1
  • Ergodic Theory

Lecturer at U Göttingen:

• Winter 2014/15:
  • Seminar: Representation Theory of Compact Lie Groups
  • Saalübung zu Algebraische Geometrie und Lineare Algebra I
• Winter 2013/14: Ergodic Theory

Teaching assistant at U Göttingen:

• Summer 2014:
  • Modular Forms
  • Seminar on Quadratic Number Fields and Quadratic Forms

Lecturer at ETH Zürich:

• Winter 2011: Selberg Theory
• Spring 2011: Seminar on Sphere Packings
• Winter 2010: Introduction to Orbifolds

Teaching assistant at University of Paderborn: Several sessions of Analysis 1-4, Linear Algebra 2, Complex Analysis, Topology, Mathematics 3 for Mechanical Engineers

Undergraduate teaching assistant at Clausthal University of Technology: Several sessions of Analysis 1-2, Linear Algebra 1-2, Algebra