stpl_IIWBS_kh_w22_beschluss_20240417_von_20181001_bis_20270331_v_5_en

Exclosure to Subject Specific Regulations from 25.07.2018

for Bachelor-Programme Informatik-Ingenieurwesen

at TUHH dual study program

Programme Director: Prof. Görschwin Fey

Total: 210 CP

Number of Specilisations to choose: 3

Course Scheme Bachelor
Computer Science in Engineering
(IIWBS)
dual study program

Consolidated Version

for Study Cohort: WiSe22/23

en_head_sda

and Approval of Chair from: 29.05.2024

Replaces Version from: 15.11.2023

In Force on: 01.10.2018

Out of Force on: 31.03.2027

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: 168 LP Optional Courses: 0 LP

Diskrete Algebraische Strukturen / Discrete Algebraic Structures

DE / EN

Prof. Zimmermann

E-13

Elektrotechnik I: Gleichstromnetzwerke und elektromagnetische Felder / Electrical Engineering I: Direct Current Networks and Electromagnetic Fields

Prof. Kuhl

E-9

Mathematik I / Mathematics I

Prof. Taraz

E-10

ÜA

Praxismodul 1 im dualen Bachelor / Practical module 1 (dual study program, Bachelor's degree)

Dr. Haschke

0-A3

Prozedurale Programmierung für Informatiker / Procedural Programming for Computer Engineers

DE / EN

Prof. Renner

E-24

Automatentheorie und Formale Sprachen / Automata Theory and Formal Languages

Prof. Mnich

E-11

Elektrotechnik II: Wechselstromnetzwerke und grundlegende Bauelemente / Electrical Engineering II: Alternating Current Networks and Basic Devices

Prof. Becker

E-6

Grundlagen der Betriebswirtschaftslehre / Foundations of Management

Prof. Ihl

W-11

FFA

Mathematik II / Mathematics II

Prof. Taraz

E-10

ÜA

Praxismodul 2 im dualen Bachelor / Practical module 2 (dual study program, Bachelor's degree)

Dr. Haschke

0-A3

Programmierparadigmen / Programming Paradigms

DE / EN

SD-E

Algorithmen und Datenstrukturen / Algorithms and Data Structures

DE / EN

Prof. Mnich

E-11

ÜA

Mathematik III / Mathematics III

Prof. Lindner

0-UNIHH-M

Numerische Mathematik I / Numerical Mathematics I

Prof. Le Borne

E-10

Praxismodul 3 im dualen Bachelor / Practical module 3 (dual study program, Bachelor's degree)

Dr. Haschke

0-A3

Rechnernetze und Internet-Sicherheit / Computernetworks and Internet Security

Prof. Timm-Giel

E-4

Technische Informatik / Computer Engineering

DE / EN

Prof. Falk

E-13

ÜA

Eingebettete Systeme / Embedded Systems

Prof. Falk

E-13

FFST

Praxismodul 4 im dualen Bachelor / Practical module 4 (dual study program, Bachelor's degree)

Dr. Haschke

0-A3

Seminare Informatik / Seminars Computer Science

DE / EN

Dozenten des SD E

SD-E

Signale und Systeme / Signals and Systems

DE / EN

Prof. Bauch

E-8

Stochastik / Stochastics

DE / EN

Prof. Schulte

E-10

Einführung in die Nachrichtentechnik und ihre stochastischen Methoden / Introduction to Communications and Random Processes

DE / EN

Prof. Bauch

E-8

Grundlagen der Regelungstechnik / Introduction to Control Systems

Prof. Faulwasser

E-14

IIW Praktikum / Practical Course IIW

DE / EN

Prof. Fey

E-13

FFA

Praxismodul 5 im dualen Bachelor / Practical module 5 (dual study program, Bachelor's degree)

Dr. Haschke

0-A3

1-6

Theorie-Praxis-Verzahnung im dualen Bachelor / Linking theory and practice (dual study program, Bachelor's degree)

Dr. Haschke

0-A3

Specialisation I. Computer Science Compulsory Courses: 0 LP Optional Courses: 12 LP

Datenbanken / Databases

Prof. Schulte

E-19

Funktionales Programmieren / Functional Programming

Prof. Schupp

E-16

ÜA

Introduction to Quantum Computing / Introduction to Quantum Computing

Prof. Kliesch

E-25

ÜA

Rechnerarchitektur / Computer Architecture

Prof. Falk

E-13

FFST

Compilerbau / Compiler Construction

Prof. Schupp

E-16

FFA

Computability and Complexity Theory / Computability and Complexity Theory (lt. letzter PO Berechenbarkeit und Komplexität)

Prof. Kliesch

E-25

ÜA

Logic in Computer Science / Logic in Computer Science

Prof. Mottet

E-EXK6

Maschinelles Lernen I / Machine Learning I

DE / EN

Prof. Ay

E-21

ÜA

Software-Engineering / Software Engineering

Prof. Schupp

E-16

ÜA

Softwareentwicklung / Software Development

Prof. Schupp

E-16

FFA

Specialisation II. Mathematics & Engineering Science Compulsory Courses: 0 LP Optional Courses: 6 LP

Graphentheorie und Optimierung / Graph Theory and Optimization

DE / EN

Prof. Taraz

E-10

Grundlagen Raumfahrtelektronik und Primärmission / Basics space electronics and primary mission

DE / EN

Prof. Kulau

E-EXK3

Elektrische Energiesysteme I: Einführung in elektrische Energiesysteme / Electrical Power Systems I: Introduction to Electrical Power Systems

Prof. Becker

E-6

Elektronische Bauelemente / Electronic Devices

Prof. Trieu

E-7

FFST

Elektrotechnik III: Netzwerktheorie und Transienten / Electrical Engineering III: Circuit Theory and Transients

Prof. Kölpin

E-3

Kombinatorische Strukturen und Algorithmen / Combinatorial Structures and Algorithms

DE / EN

Prof. Taraz

E-10

Messtechnik und Messdatenverarbeitung / Measurements: Methods and Data Processing

Prof. Schlaefer

E-1

ÜA

Technische Mechanik I (Stereostatik) / Engineering Mechanics I (Stereostatics)

Prof. Kriegesmann

M-24

5-6

Green Technologies II / Green Technologies II

Dr. Scherzinger

V-9

FFST

Einführung in Medizintechnische Systeme / Introduction into Medical Technology and Systems

Prof. Schlaefer

E-1

Elektrische Maschinen und Antriebe / Electrical Machines and Actuators

Prof. Kern

M-4

FFA

Halbleiterschaltungstechnik / Semiconductor Circuit Design

E-9

Labor Cyber-Physical Systems / Lab Cyber-Physical Systems

Prof. Falk

E-13

Löser für schwachbesetzte lineare Gleichungssysteme / Solvers for Sparse Linear Systems

Prof. Le Borne

E-10

Mathematik IV / Mathematics IV

Prof. Lindner

0-UNIHH-M

Theoretische Elektrotechnik I: Zeitunabhängige Felder / Theoretical Electrical Engineering I: Time-Independent Fields

Prof. Schuster

E-18

Specialisation III. Subject Specific Focus Compulsory Courses: 0 LP Optional Courses: 12 LP

Technischer Ergänzungskurs für IIWBS / Technical Complementary Course for Computational Science and Engineering Bachelor

Prof. Fey

SD-E

12	according to Subject Specific Regulations

Thesis Compulsory Courses: 12 LP Optional Courses: 0 LP

Bachelorarbeit im dualen Studium / Bachelor thesis (dual study program)

Professoren der TUHH

0-TUHH

Explanation:

¹C=Compulsory, EC=Elective Compulsory

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

³MT=Midterm, KL=Written exam, SA=Written elaboration, FFA=Subject theoretical and practical work, FFST=Subject theoretical and practical work, MP=Oral exam, RE=Presentation, ÜA=Excercises, AB=Thesis, TE=Attestation

⁴CP=Credit Points

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

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

⁷SWS=Contact hours