Courses Summer Semester 2016

Note: To be graded, your registration including name, enrollment number, e-mail address, and signature is required in the first two weeks of the semester!

Note: All lectures at the KGRC are given in English, or at least can be given in English if requested.

Location:
KGRC: Währinger Straße 25, top floor, lecture room 101

HS11: 2nd floor, lecture hall 11, HS2: ground floor, lecture hall 2, Oskar-Morgenstern-Platz 1, 1090 Wien,

Master's program

Number Type Hours (ECTS) Title Module Lecturer Time Place Language
250085 VO 2.0 (3.0) Basic concepts of mathematical logic MLO Moritz Müller Mon 9:45am–11:15am
begins 2016‑03‑07
HS11 German
250086 UE 1.0 (2.0) Tutorials "Basic concepts of mathematical logic" MLO Vera Fischer Mon 11:30am–12:15pm
begins 2016‑03‑07
HS2 German
250087 VO 3.0 (5.0) Axiomatic set theory 1 MLOM Vera Fischer Mon 8:30am–11:00am
begins 2016‑03‑07
KGRC English
250088 PS 2.0 (3.0) Introductory seminar: "Axiomatic set theory 1" MLOM Marlene Koelbing Fri 9:00am–10:30am
begins 2016‑03‑04
KGRC English
250089 PJ+SE 2.0 (4.0) Project seminar (mathematical logic) MLOS Sy-David Friedman Mon, Wed 2:00pm–3:00pm
begins 2016‑03‑02
KGRC English
250090 VO 2.0 (4.0) Selected topics in mathematical logic MLOV Sy-David Friedman Tue, Thu 2:00pm–3:00pm
begins 2016‑03‑01
KGRC English
250091 SE 2.0 (4.0) Research Seminar (Mathematical logic) MLOV Sy-David Friedman Thu 4:00pm–6:00pm
begins 2016‑03‑03
KGRC English
250092 VO 2.0 (3.0) Model theory MLOV Moritz Müller Tue 5:30pm–7:00pm
begins 2016‑03‑08
KGRC English

Modules

Master Mathematics (821 - version 2016 [2])

MLOL - Mathematische Logik (mathematical logic)

MLOM - Axiomatische Mengenlehre (axiomatic set theory)

MLOI - Theoretische Informatik (theoretical computer science)

MLOS - Seminare: Mathematische Logik und theoretische Informatik (seminars in mathematical logic and computer science)

MLOV - Vertiefungslehrveranstaltungen für den Studienschwerpunkt "Mathematische Logik und theoretische Informatik" (courses elaborating on mathematical logic and theoretical computer science as an area of study)