Universität Wien

Directorate of Studies 25 - Mathematics

For information on the mathematics studies please consult the homepages
http://ssc-mathematik.univie.ac.at and http://plone.mat.univie.ac.at
of the "StudienServiceCenter" and faculty of mathematics.

Bachelor Mathematics (621 [3] - Version 2014)

GHM Introductory and Orientation Period (15 ECTS)

EHM Introduction to university level mathematics (18 ECTS)

ANA Analysis (11 ECTS)

LAG Linear algebra and analytical geometry (12 ECTS)

ZTH Number theory (5 ECTS)

PRO Programming (5 ECTS)

HAN Advanced analysis (10 ECTS)

NUM Numerical analysis (10 ECTS)

KAN Complex analysis (5 ECTS)

PTS Probability and statistics (10 ECTS)

DMA Discrete mathematics (5 ECTS)

DGL Differential equations (14 ECTS)

ALG Algebra (14 ECTS)

MIK Mathematics in the sciences and society (3 ECTS)

TFA Topology and functional analysis (12 ECTS)

BAS Bachelor seminar with thesis (10 ECTS)

WLO Mathematical logic (optional module) (7 ECTS)

WFM Applied mathematics: finance (optional module) (7 ECTS)

WST Stochastics (optional module) (7 ECTS)

WAS Applied mathematics: statistics (optional module) (7 ECTS)

WGO Applied mathematics: graph theory and discrete optimization (optional module) (7 ECTS)

WBS Applied mathematics: biomathematics and game theory (optional module) (7 ECTS)

WDG Classical differential geometry (optional module) (7 ECTS)

WCG Applied mathematics: algorithmic geometry (optional module) (7 ECTS)

WOP Applied mathematics: optimization (optional module) (7 ECTS)

WKR Applied mathematics: cryptography (optional module) (7 ECTS)

WMO Applied mathematics: modelling (optional module) (7 ECTS)

WND Applied mathematics: numerical methods for differential equations (optional module) (7 ECTS)

Additional Optional module (7 ECTS)

Non curricula lecture

Bachelor Teacher Training Programme: Mathematics (193 057, 198 420)

UFMA01 Introductory and Orientation Period ( 7 ECTS)

UFMA02 Aspects of Mathematics (3 ECTS)

UFMA03 Geometry (16 ECTS)

UFMA04 Analysis (16 ECTS)

UFMA05 Stochastics (14 ECTS)

UFMA06 Applied mathematics (12 ECTS)

UFMA07 Teaching Methodology (10 ECTS)

UFMA08 Arithmetic and algebra for secondary schools (4 ECTS)

UFMA09 Electives Teacher Training Programme (0-10 ECTS)

UFMA10 Subject-based Practicum - Mathematics (7 ECTS)

UFMA11 Bachelormodul (8 ECTS)

Non curricula lectures

Bachelor Teacher Training Programme Descriptive Geometry (193 044, 198 405)

Diploma Teacher Training Programme: Mathematics (406 [2] - Version 2011 ) - discontinued

Second stage

2.4 Mathematics

2.5. Didactics of mathematics

2.6. Elective courses (second stage)

Master Mathematics (821 [2] - Version 2016)

Elective Modules (75 ECTS)

Specialization "Algebra, number theory and dicrete mathematics" (51 ECTS)

Basic courses, specialization "Algebra"
Advanced courses, specialization "Algebra"

Specialization "Analysis" (51 ECTS)

Basic courses, specialization "Analysis"
Advanced courses, specialization "Analysis"

Specialization "Applied mathematics and scientific computing" (51 ECTS)

Basic courses, specialization "AMaSciCo"
Advanced courses, specialization "AMaSciCo"

Specialization "Biomathematics" (51 ECTS)

Basic courses, specialization "Biomathematics"
Advanced courses, specialization "Biomathematics"

Specialization "Geometry and Topology" (51 ECTS)

Basic courses, specialization "Geometry"
Advanced courses, specialization "Geometry"

Specialization "Mathematical logic and theoretical informatics" (51 ECTS)

Basic courses, specialization "Logic"
Advanced courses, specialization "Logic"

Specialization "Stochastics and dynamical systems" (51 ECTS)

Basic courses, speicialization "Stochastics"
Advanced courses, specialization "Stochastics"

Further Electives (15 ECTS)

Master Teacher Training Programme: Mathematics (196 057, 199 520)

UFMAMA01 Mathematics in Rn (12 ECTS)

UFMAMA02 Advanced mathematics (3 ECTS)

UFMAMA03 Application-orientation for mathematic class (4 ECTS)

UFMAMA04 Optional Courses Teaching Methodology (3 ECTS)

UFMAMA05 Practice Module (Didactic Supervision) (4 ECTS)

Master Teacher Training Programme: Descriptive Geometry (196 505)

Last modified: Fr 29.06.2018 00:29