Teaching
Past
Freie Universität Berlin
Summer 2022
Topology I
An introduction to algebraic topology and point-set topology.
Course Website
Forschungsseminar Geometrie und Topologie: Hermitian K-theory
A seminar on surgery theory and quadratic forms.
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Winter 2021/22
Higher Algebra II
A course on stable higher categories and their use in stable homotopy theory and algebraic geometry. Co-teaching with Prof. Dr. Holger Reich.
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Forschungsmodul Topologie: Cyclic Homology
A seminar on cyclic homology, free loop spaces, and generalized Chern characters.
Course Website
Summer 2021
Pro-semimar on Algebra - Symmetries
A seminar on group actions and symmetries for undergraduate students.
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Higher Algebra
A course on higher categories and higher operads. Led exercise sessions for Prof. Dr. Holger Reich.
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Forschungsseminar Geometrie und Topologie
A research seminar with internal speakers and visiting speakers.
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Winter 2020/21
Algebraic K-Theory
A course on algebraic K-theory, fundamental theorems, and applications for graduate students.
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Forschungsmodul Topologie: Equivariant stable homotopy theory
A seminar course introducing equivariant stable homotopy theory. Organizing with Prof. Dr. Elmar Vogt.
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Forschungsseminar Geometrie und Topologie: Higher Symmetry
A research seminar on equivariant homotopy theory and higher categories.
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Summer 2020
Aufbaumodul: Topologie III
Led exercise sessions for Prof. Dr. Holger Reich.
Course Website
Forschungsmodul Topologie: Homology and Cohomology of Groups
A seminar course introducing group cohomology. Organized with Prof. Dr. Elmar Vogt.
Course Website
Forschungsseminar Geometrie und Topologie: K-theory of pullbacks
A research seminar on advances in algebraic K-theory of pullbacks of rings.
Course Website
Winter 2019/20
Basismodul: Topologie II
Led exercise sessions for Prof. Dr. Holger Reich.
Course Website
Seminar zur Topologie: Simplicial Methods in Topology
Co-organizing with Prof. Dr. Elmar Vogt.
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Forschungsseminar Geometrie und Topologie: Chromatic homotopy theory
A research seminar on chromatic homotopy theory from an algebraic geometry perspective.
Course Website
Michigan State University
Spring 2019
Algebraic Topology II
Curriculum designer and instructor for a course covering homotopy theory, spectral sequences, and characteristic classes.
Fall 2018
Calculus I
A first year calculus course covering differential calculus in one variable.
Spring 2018
Abstract Algebra I and Number Theory
A first course in basic number theory and ring theory.
Fall 2017
Business Calculus Section 001
A first course in calculus for Business and Life Sciences majors
Business Calculus Section 013
A first course in calculus for Business and Life Sciences majors
Wayne State University
Fall 2015
College Algebra
An introductory course in college algebra and trigonometry.
Winter 2015
College Algebra
An introductory course in college algebra and trigonometry.
Winter 2014
College Algebra
An introductory course in college algebra and trigonometry.
Fall 2013
Elementary Functions
A course to prepare students for calculus.
Summer 2013
Elementary Statistics
An introductory course in probabilty and statistics.
Math in Today's World
A quantitative literacy course on probabilty, statistics, and voting methods with real world applications.
Winter 2013
Elementary Functions
A course to prepare students for calculus.
Fall 2012
Elementary Functions
A course to prepare students for calculus.
Summer 2012
Math in Today's World
A quantitative literacy course on probabilty, statistics, and voting methods with real world applications.