Studienprogrammleitung 25 - Mathematik

25.01. Logik

250133 VO Fundamental Concepts of Mathematical Logic - Fundamental Concepts of Mathematical Logic
250042 PS Intro. Seminar Fundamental Concepts of Math. Logic - Introductory Seminar to Fundamental Concepts of Mathematical Logic
250145 VO Axiomatic Set Theory 1 - Axiomatic Set Theory 1
250136 PS Introductory Seminar to Axiomatic Set Theory 1 - Introductory Seminar to Axiomatic Set Theory 1
250157 VO Mathematical Logic 2 - Mathematical Logic 2
250167 PS Introductory Seminar to Mathematical Logic 2 - Introductory Seminar to Mathematical Logic 2
250146 VO Selected Topics in Set Theory - Selected Topics in Set Theory
250154 SE Seminar in Mathematical Logic - Seminar in Mathematical Logic
250155 SE Research Seminar: Mathematical Logic - Research Seminar: Mathematical Logic

25.02. Mathematik

A. Diplomstudium Mathematik

Erster Studienabschnitt

1.1. Pflichtfächer

250461 VO Analysis 1 - Analysis 1
250463 PS Introductory Seminar to Analysis 1 - Introductory Seminar to Analysis 1
250103 VO Linear Algebra and Geometry 1 - Linear Algebra and Geometry 1
250102 PS Introd. Seminar to Lin. Algebra and Geometry 1 - Introductory Seminar to Linear Algebra and Geometry 1
250484 VO Analysis 3 - Analysis 3
250478 PS Introductory Seminar to Analysis 3 - Introductory Seminar to Analysis 3
250443 VO Discrete mathematics - Discrete mathematics
250444 PS Introductory Seminar to discrete mathematics - Introductory Seminar to discrete mathematics
250476 VO Introduction into Topology - Introduction into Topology
250477 PS Introductory Seminar to Introduction into Topology - Introductory Seminar to Introduction into Topology
250525 VO Number theory - Number theory
250460 PS Introductory Seminar to number theory - Introductory Seminar to number theory

1.2. Freie Wahlfächer

250492 VO Introduction into Mathematical Methodology - Introduction into Mathematical Methodology
250462 UE Repetition course to Analysis 1 - Repetition course to Analysis 1
250104 UE Repetition course to Linear Algebra and Geometry 1 - Repetition course to Linear Algebra and Geometry 1
250502 UE Repetition course to Analysis 3 - Repetition course to Analysis 3
250526 VO Selected topics in number theory - Selected topics in number theory
250544 UE Introduction in Using the computerrooms - Introduction in Using the computerrooms
250453 UE Repetition course to Analysis 2 - Repetition course to Analysis 2

1.3. Abendstudium

250451 VO Analysis 2 - Analysis 2
250452 PS Introductory Seminar to Analysis 2 - Introductory Seminar to Analysis 2
250453 UE Repetition course to Analysis 2 - Repetition course to Analysis 2
250474 VO Linear Algebra and Geometry 2 - Linear Algebra and Geometry 2
250465 PS Introd. Seminar to Linear Algebra and Geometry 2 - Introductory Seminar to Linear Algebra and Geometry 2

1.4. Mathematik für Physik

260224 VO Analysis for Physics and related fields1 - Analysis for Physics and related fields 1
260225 PS Intr. SE to Analysis f. Phys. and related fields 1 - Introductory Seminar to Analysis for Physics and related fields 1
260249 RE Rep.course to Analysis f. Phys. and rel. fields 1 - Repetition course to Analysis for Physics and related fields 1
260226 VO Linear Algebra for Physics and related fields - Linear Algebra for Physics and related fields
260227 PS Intr.SE to Lin. Alg. f. Phys. and related fields - Introductory Seminar to Linear Algebra for Physics and related fields
260016 RE Rep. course to Lin.Alg. f. Phys. and rel. fields - Repetition course to Linear Algebra for Physics and related fields

Zweiter Studienabschnitt

2.1. Vorlesungen, Proseminare, Konversatorien

250133 VO Fundamental Concepts of Mathematical Logic - Fundamental Concepts of Mathematical Logic
250042 PS Intro. Seminar Fundamental Concepts of Math. Logic - Introductory Seminar to Fundamental Concepts of Mathematical Logic
250479 VO Functional Analysis 1 - Functional Analysis 1
250480 PS Introductory Seminar to Functional Analysis 1 - Introductory Seminar to Functional Analysis 1
250504 VO Partial differential equations 1 - Partial differential equations 1
250505 PS Introd. Seminar to partial different. equations 1 - Introductory Seminar to partial differential equations 1
250485 VO History of mathematics - History of mathematics
250500 VO Commutative Algebra - Commutative Algebra
250501 PS Introductory Seminar to Commutative Algebra - Introductory Seminar to Commutative Algebra
250469 VO Lie Groups - Lie Groups
250535 VO Algebraic number theory - Algebraic number theory
250536 PS Introductory Seminar to algebraic number theory - Introductory Seminar to algebraic number theory
250464 VO Representation theory of finite groups - Representation theory of finite groups
250459 VO Applied Algebra - Applied Algebra
250498 VO Discrete Geometry - Discrete Geometry
250499 PS Introductory Seminar to discrete geometry - Introductory Seminar to discrete geometry
250101 VO Selected topics in algebra - Selected topics in algebra
250489 VO Selected topics in Topology and Lie groups - Selected topics in Topology and Lie groups
250526 VO Selected topics in number theory - Selected topics in number theory
250506 VO Ordinary differential equations 2 - Ordinary differential equations 2
250442 PS Introd. Seminar to ordinary diff. equations 2 - Introductory Seminar to ordinary differential equations 2
250490 VO Complex Analysis 2 - Complex Analysis 2
250491 PS Introductory Seminar to Complex Analysis 2 - Introductory Seminar to Complex Analysis 2
250507 VO Harmonic Analysis - Harmonic Analysis
250487 VO Selected topics in functional analysis - Selected topics in functional analysis
250510 VO Selected topics in ordinary differential equations - Selected topics in ordinary differential equations
250475 VO Selected topics in Modern Analysis - Selected topics in Modern Analysis
250503 VO Selected topics in partial differential equations - Selected topics in partial differential equations
250524 VO Selected topics in partial differential equations - Selected topics in partial differential equations
250547 VO [ en ] Methods of Funct. Analysis in part. diff. equation - Methods of Functional Analysis in partial differential equations
250529 VO Numerical Mathematics Analysis and Modelling 2 - Numerical Mathematics Analysis and Modelling 1
250530 PS Introd. Seminar to Numerical Math. and Modelling 2 - Introductory Seminar to Numerical Mathematics and Modelling 2
250493 VO Optimization and variational calculus - Optimization and variational calculus
250494 PS Intro. seminar to optim. and variational calculus - Introductory Seminar to optimization and variational calculus
250531 VO Selected topics in applied mathematics - Selected topics in applied mathematics
250554 VO Selected topics in applied mathematics - Selected topics in applied mathematics
250520 VO Selected topics in numerics - Selected topics in numerics
250528 VO Selected topics in numerical mathematics - Selected topics in numerical mathematics
250548 VO [ en ] Decomposition Techniques in Optimization - Decomposition Techniques in Optimization
250539 VO Einführung in die mathematische Ökologie - Einführung in die mathematische Ökologie
250466 VO Selected topics in biomathematics - Selected topics in biomathematics
250538 VO Selected topics in game theory - Selected topics in game theory
250488 VO Differential geometry 2 - Differential geometry 2
250482 VO Probability theory 2 - Probability theory 2
250449 VO Selected topics in Probability theory - Selected topics in Probability theory

2.2. Mathematisches Kolloquium, Seminare und Arbeitsgemeinschaften

250534 KO Mathematical colloquium - Mathematical colloquium
250532 PJ+SE Project Seminar (Algebra) - Project Seminar (Algebra)
250537 PJ+SE Project Seminar (Algebra) - Project Seminar (Algebra)
250454 SE Seminar (Number theory) - Seminar (Number theory)
250516 SE AG (Discrete mathematics) - AG (Discrete mathematics)
250533 PJ+SE Project Seminar (Analysis) - Project Seminar (Analysis)
250473 SE IK- SE (Modern Analysis) Time-Frequency Analysis - Seminar (Modern Analysis): (Time-Frequency Analysis and microlocal Analysis)
250481 SE Seminar (Complex Analysis) - Seminar (Complex Analysis)
250508 SE Seminar (Applied Analysis) - Seminar (Applied Analysis)
250511 SE Seminar (Analysis) - Seminar (Analysis)
250509 SE Seminar (Scientific working) - Seminar (Scientific working)
250483 SE Seminar Analysis - Seminar Analysis
250518 SE Pauli Seminar - Pauli Seminar
250519 SE Seminar (Differential equations) - Seminar (Differential equations)
250521 SE Seminar (Partial diff. equations in cell biology) - Seminar (Partial differential equations in cell biology)
250549 SE Seminar (nonstandard-analysis) - Seminar (nonstandard-analysis)
250517 PJ+SE Project Seminar (Applied mathematics) - Project Seminar (Applied mathematics)
250495 PJ+SE Project Seminar (Optimization and numeric) - Project Seminar (Optimization and numeric)
250496 SE Seminar (Optimization) - Seminar (Optimization)
250467 SE Seminar on mathematical population genetics - Seminar on mathematical population genetics
250468 SE Seminar Biomathematics - Seminar Biomathematics
250471 PJ+SE Project Seminar (Differential Geometry) - Project Seminar (Differential Geometry)
250472 SE Seminar (Lie Groups) - Seminar (Lie Groups)
250450 SE Seminar (Probability theory) - Seminar (Probability theory)

2.3. Freie Wahlfächer (Zweiter Studienabschnitt)

180088 SE Ein interdisziplinäres Ring-Seminar - Wissen und Information im Spiegel der Disziplinen: Ein interdisziplinäres Ring-Seminar (§ 4/2/3)

Informatik

050101 VO Math 1 for CS Ed. - Mathematics 1 for Computer Science for the Secondary School Teacher Accreditation Programme
050122 PS Introductory Seminar Mathematics for Computer Science Ed. - Introductory Seminar Mathematics for Computer Science Ed.
050163 VO Introduction to Unix System Administration 1 - Introduction to Unix System Administration
050102 UE Introduction to Unix System Administration - Problem Session: Introduction to Unix System Administration
050164 VO Algorithms, Data Structures and Programming 2 - Algorithms, Data Structures and Programming 2
050165 UE Algorithms, Data Structures and Programming 2 - Problem Session: Algorithms, Data Structures and Programming 2
050166 VU Internet Applications - Internet Applications
050167 VU Computersupported Teaching and Learning Org. - Computersupported Teaching and Learning Org.
050168 PR Didactics in Computer Science - Didactics in Computer Science
050169 VU Numerical methods for differential equations - Numerical methods for differential equations
250544 UE Introduction in Using the computerrooms - Introduction in Using the computerrooms

B. Lehramtsstudium - Unterrichtsfach Mathematik

Erster Studienabschnitt

3.1. Pflichtfächer

250492 VO Introduction into Mathematical Methodology - Introduction into Mathematical Methodology
250461 VO Analysis 1 - Analysis 1
250463 PS Introductory Seminar to Analysis 1 - Introductory Seminar to Analysis 1
250103 VO Linear Algebra and Geometry 1 - Linear Algebra and Geometry 1
250102 PS Introd. Seminar to Lin. Algebra and Geometry 1 - Introductory Seminar to Linear Algebra and Geometry 1
250484 VO Analysis 3 - Analysis 3
250478 PS Introductory Seminar to Analysis 3 - Introductory Seminar to Analysis 3
250451 VO Analysis 2 - Analysis 2
250452 PS Introductory Seminar to Analysis 2 - Introductory Seminar to Analysis 2
250474 VO Linear Algebra and Geometry 2 - Linear Algebra and Geometry 2
250465 PS Introd. Seminar to Linear Algebra and Geometry 2 - Introductory Seminar to Linear Algebra and Geometry 2

3.2. Freie Wahlfächer

250462 UE Repetition course to Analysis 1 - Repetition course to Analysis 1
250104 UE Repetition course to Linear Algebra and Geometry 1 - Repetition course to Linear Algebra and Geometry 1
250502 UE Repetition course to Analysis 3 - Repetition course to Analysis 3
250453 UE Repetition course to Analysis 2 - Repetition course to Analysis 2
250544 UE Introduction in Using the computerrooms - Introduction in Using the computerrooms

Zweiter Studienabschnitt

4.1. Mathematik

250456 VO Applied Mathematics for SSTA - Applied Mathematics for Secondary school teacher accreditation
250457 PS Introd. Seminar to Applied Mathematics for SSTA - Introductory Seminar to Applied Mathematics for Secondary school teacher accreditation
250447 VO Advanced Analysis for SSTA - Advanced Analysis for Secondary school teacher accreditation
250448 PS Introductory Seminar to Advanced Analysis for SSTA - Introductory Seminar to Advanced Analysis for Secondary school teacher accreditation
250545 PS Introductory computer seminar for SSTA - Introductory computer seminar for Secondary school teacher accredidation
250486 SE Seminar (Algebra for SSTA) - Seminar (Algebra for Secondary school teacher accreditation)
250497 SE Seminar for SSTA (Analysis) - Seminar for Secondary school teacher accreditation (Analysis)
250458 SE Seminar for SSTA (Probability Theory) - Seminar for Secondary school teacher accreditation (Probability Theory)
250514 SE Seminar for SSTA (Probability theory) - Seminar for Secondary school teacher accreditation (Probability theory)

4.2. Fachdidaktik

250552 VO Indroduction to Didactics of Mathematics - Indroduction to Didactics of Mathematics
250541 VO School mathematics 3 (Elementary geometry) - School mathematics 3 (Elementary geometry)
250542 PS Introductory Seminar to school mathematics 3 - Introductory Seminar to school mathematics 3
250445 VO School mathematics (stochastics) - School mathematics (stochastics)
250446 PS Introd. Seminar to school math. (stochastics) - Introductory Seminar to school mathematics (stochastics)
250512 VO School mathematics 6 (Differential calculus) - School mathematics 6 (Differential calculus)
250513 PS Introductory Seminar to school mathematics 6 - Introductory Seminar to school mathematics 6 (Differential calculus)
250441 VO Applied mathematics in school mathematics - Applied mathematics in school mathematics
250543 SE Seminar to the school practical training - Seminar to the school practical training
250455 SE Seminar for planning teaching units - Seminar for planning teaching units
250550 SE Seminar for planning teaching units - Seminar for planning teaching units
250546 SE Seminar (didactics) - Seminar (didactics)
250551 SE Seminar didactics - Seminar didactics

4.3. Freie Wahlfächer (Zweiter Studienabschnitt)

250515 VO Selected topics in Didactical problems - Selected topics in Didactical problems
250553 KO Mathematics and education - Mathematics and education
180088 SE Ein interdisziplinäres Ring-Seminar - Wissen und Information im Spiegel der Disziplinen: Ein interdisziplinäres Ring-Seminar (§ 4/2/3)

Last modified: We 13.06.2018 00:34