## Dr. Philipp Schlicht

### Teaching

Winter 2017/18

teaching a Lecture course: Advanced topics in mathematical logic - Forcing axioms and their applications, with Philipp Lücke

teaching a Graduate seminar on set theory with Peter Holy, Peter Koepke and Philipp Lücke

Summer 2017

teaching a Seminar on mathematical logic on type theory, with Peter Koepke

organizing the Oberseminar Mathematische Logik, with Peter Holy, Peter Koepke and Philipp Lücke

Winter 2016/17

responsible for the problem sets for Set theory, with Peter Koepke

organizing the Oberseminar Mathematische Logik, with Peter Holy, Peter Koepke and Philipp Lücke

Summer 2016

teaching a Lecture course: Advanced topics in mathematical logic - Forcing axioms and their applications, with Philipp Lücke

responsible for the problem sets for Einführung in die Mathematische Logik, with Philipp Lücke

organizing the Oberseminar Mathematische Logik, with Peter Holy, Peter Koepke and Philipp Lücke

Winter 2015/16

teaching a lecture course Logik II: set theory at the Universität Münster

teaching a seminar on surreal and hyperreal numbers with Prof. Ralf Schindler at the Universität Münster

Summer 2015

teaching a lecture course Logik I: mathematical logic at the Universität Münster

teaching a seminar on set theorz with Prof. Ralf Schindler at the Universität Münster

Winter 2014/15

teaching a lecture course: Introduction to set theory, with Philipp Lücke

teaching a graduate seminar: Introduction to model theory with Philipp Lücke

organizing the Oberseminar Mathematische Logik with Philipp Lücke

Summer 2014

teaching a lecture course: Advanced topics in mathematical logic: Forcing with Philipp Lücke

responsible for the problem sets for the set theory lecture course

organizing the Oberseminar Mathematische Logik with Philipp Lücke

Winter 2013/14

teaching a graduate seminar on large cardinals with Philipp Lücke and Peter Koepke

responsible for the problem sets for Models of set theory II

organizing the Oberseminar Mathematische Logik

responsible for the problem sets for the set theory lecture course

Summer 2013

teaching a lecture course on descriptive set theory together with Stefan Geschke

organizing the Oberseminar Mathematische Logik

Winter 2012/13

responsible for the problem sets for the set theory lecture course

teaching a beginner's seminar on number theory with Prof. Peter Koepke

organizing the Oberseminar Mathematische Logik

Summer 2012

teaching a lecture course on iterated ultrapowers

teaching a graduate seminar on set theory with Prof. Peter Koepke on proper forcing

organizing the Oberseminar Mathematische Logik

Winter 2011/2012

teaching a graduate seminar on set theory with Prof. Peter Koepke on stationary tower forcing

organizing the Oberseminar Mathematische Logik

responsible for the problems to Prof. Peter Koepke's and Thoralf Räsch's course Mathematik für Physiker und Physikerinnen I

Summer 2011

teaching a Graduate seminar on logic with Prof. Peter Koepke on Boolean ultrapowers

organizing the Oberseminar Mathematische Logik

responsible for the problems for Prof. Stefan Geschke's course Models of set theory I

teaching a seminar with Prof. Peter Koepke on curves, the Jordan curve theorem, and the isoperimetric inequality

Winter 2010

organizing the Fourth Young Set Theory Workshop

organizing the Oberseminar Mathematische Logik

teaching a graduate seminar on set theory with Prof. Stefan Geschke based on Randall McCutcheon's book Elemental Methods in Ergodic Ramsey Theory (Springer Lecture Notes 1722)

teaching a Hauptseminar Mathematische Logik with Prof. Peter Koepke and Merlin Carl on concrete incompleteness in arithmetic.

Summer 2010

- teaching a graduate seminar on logic with Prof. Stefan Geschke on descriptive set theory, the G_0 and the E_0 dichotomies, and countable group actions