Information regarding the lectures are available in the TUHH modul manuals as well as in the course catalogue.

Module
Exami­nation
Course Work
Re­com. Term Module Name (German / English) Language Module­Responsability Institute C/EC (1) CM/
OM (2)
CP (4) Grade Exami­nation Form(3)
Compulsory Course Work Type Bonus (in %)
 
Core Qualification   Compulsory Courses: 24 LP    Optional Courses: 0 LP   
3 Forschungsprojekt / Research Project DE / EN Prof. Turau SD-E C CM
12 Y STA
1-3 Betrieb & Management / Business & Management DE / EN Prof. Meyer W-1 C OM
6 Selection out of seperatly published Catalogue
1-3 Nichttechnische Angebote im Master / Non-technical Courses for Master DE / EN Richter 0-TUHH C OM
6 Selection out of seperatly published Catalogue
 
Specialisation I. Computer Science   Compulsory Courses: 0 LP    Optional Courses: 18 LP   
1 Software-Sicherheit / Software Security EN Prof. Gollmann E-15 EC CM
6 Y KL
1 Softwareverifikation / Software Verification EN Prof. Schupp E-16 EC CM
6 Y KL
Y ÜA 15
2 Algorithmische Spieltheorie / Algorithmic Game Theory DE / EN Prof. Mnich E-11 EC CM
6 Y KL
2 Entwurf von Dependable Systems / Design of Dependable Systems DE / EN Prof. Fey E-13 EC CM
6 Y MP
N ÜA 0
3 Kommunikationsnetze / Communication Networks EN Prof. Timm-Giel E-4 EC CM
6 Y RE
3 Verteilte Algorithmen / Distributed Algorithms DE / EN Prof. Turau E-17 EC CM
6 Y MP
 
Specialisation II. Engineering Science   Compulsory Courses: 0 LP    Optional Courses: 12 LP   
1 Digitale Nachrichtenübertragung / Digital Communications DE / EN Prof. Bauch E-8 EC CM
6 Y KL
Y SA 0
2 Informationstheorie und Codierung / Information Theory and Coding DE / EN Prof. Bauch E-8 EC CM
6 Y KL
3 Digitale Signalverarbeitung und Digitale Filter / Digital Signal Processing and Digital Filters EN Prof. Bauch E-8 EC CM
6 Y KL
3 Theorie und Entwurf regelungstechnischer Systeme / Control Systems Theory and Design EN Prof. Werner E-14 EC CM
6 Y KL
 
Specialisation III. Mathematics   Compulsory Courses: 0 LP    Optional Courses: 12 LP   
1 Lineare und Nichtlineare Optimierung / Linear and Nonlinear Optimization DE / EN Prof. Mnich E-11 EC CM
6 Y KL
1 Mathematische Bildverarbeitung / Mathematical Image Processing DE / EN Prof. Lindner E-10 EC CM
6 Y MP
2 Numerische Mathematik II / Numerical Mathematics II DE / EN Prof. Le Borne E-10 EC CM
6 Y MP
2 Randomisierte Algorithmen und Zufällige Graphen / Randomised Algorithms and Random Graphs DE / EN Prof. Taraz E-10 EC CM
6 Y MP
3 Mathematik neuronaler Netzwerke / Mathematics of Neural Networks DE / EN Dr. Zemke E-10 EC CM
6 Y MP
 
Specialisation IV. Subject Specific Focus   Compulsory Courses: 0 LP    Optional Courses: 24 LP   
2 Technischer Ergänzungskurs I für IIW / Technical Complementary Course I for Computational Science and Engineering Prof. Turau SD-E EC OM
12 according to Subject Specific Regulations
3 Technischer Ergänzungskurs II für IIW / Technical Complementary Course II for Computational Science and Engineering Prof. Turau SD-E EC OM
12 according to Subject Specific Regulations
 
Thesis   Compulsory Courses: 30 LP    Optional Courses: 0 LP   
4 Masterarbeit / Master Thesis Professoren der TUHH 0-TUHH C CM
30 Y AB
Explanation:

1C=Compulsory, EC=Elective Compulsory

2CM=Compulsory Defined Module, OM=Optional Defined Module

3KL=Written exam, SA=Written elaboration, FFA=Subject theoretical and practical work, MP=Oral exam, RE=Presentation, STA=Study work, ÜA=Excercises, AB=Thesis

4CP=Credit Points

5VL=Lecture, SE=Seminar, GÜ=Recitation Section (small), PBL=Project-/problem-based Learning, PR=Practical Course, PK=Projection Course, HÜ=Recitation Section (large)

6DE=German, EN=English, DE/EN=German and English

7SWS=Contact hours