Course of Study Computer Science (Study Cohort w19)

Sample course plan A Bachelor Computer Science (CSBS)
Specialisation Computational Mathematics

Legend:
Core Qualification Compulsory	Specialisation Compulsory	Focus Compulsory	Thesis Compulsory
Core Qualification Elective Compulsory	Specialisation Elective Compulsory	Focus Elective Compulsory	Interdisciplinary complement


Discrete Algebraic Structures
Discrete Algebraic Structures	VL	2
Discrete Algebraic Structures	GÜ	2


Objectoriented Programming, Algorithms and Data Structures
Objectoriented Programming, Algorithms and Data Structures	VL	4
Objectoriented Programming, Algorithms and Data Structures	GÜ	1


Computer Engineering
Computer Engineering	VL	3
Computer Engineering	GÜ	1


Computability and Complexity Theory
Computability and Complexity Theory	VL	2
Computability and Complexity Theory	GÜ	2


Seminars Computer Science and Mathematics
Seminar Computational Engineering Science	SE	2
Seminar Computer Science/Mathematics	SE	2
Seminar Computer Science/Engineering Mathematics	SE	2


Signals and Systems
Signals and Systems	VL	3
Signals and Systems	GÜ	2


Procedural Programming
Procedural Programming	VL	1
Procedural Programming	HÜ	1
Procedural Programming	PR	2


Automata Theory and Formal Languages
Automata Theory and Formal Languages	VL	2
Automata Theory and Formal Languages	GÜ	2


Computernetworks and Internet Security
Computer Networks and Internet Security	VL	3
Computer Networks and Internet Security	GÜ	1


Stochastics
Stochastics	VL	2
Stochastics	GÜ	2


Software Industrial Internship


Algebra and Control
Algebra and Control	VL	2
Algebra and Control	GÜ	2


Functional Programming
Functional Programming	VL	2
Functional Programming	HÜ	2
Functional Programming	GÜ	2


Mathematical Analysis
Mathematical Analysis	VL	4
Mathematical Analysis	HÜ	2
Mathematical Analysis	GÜ	2


Mathematics III
Analysis III	VL	2
Analysis III	GÜ	1
Analysis III	HÜ	1
Differential Equations 1	VL	2
Differential Equations 1	GÜ	1
Differential Equations 1	HÜ	1


Software Engineering
Software Engineering	VL	2
Software Engineering	GÜ	2


Computational Geometry
Computational Geoemetry	VL	2
Computational Geoemetry	GÜ	2


Solvers for Sparse Linear Systems
Solvers for Sparse Linear Systems	VL	2
Solvers for Sparse Linear Systems	GÜ	2


Linear Algebra
Linear Algebra	VL	4
Linear Algebra	HÜ	2
Linear Algebra	GÜ	2


Graph Theory and Optimization
Graph Theory and Optimization	VL	2
Graph Theory and Optimization	GÜ	2


Numerical Mathematics I
Numerical Mathematics I	VL	2
Numerical Mathematics I	GÜ	2


Mathematics IV
Complex Functions	VL	2
Complex Functions	GÜ	1
Complex Functions	HÜ	1
Differential Equations 2	VL	2
Differential Equations 2	GÜ	1
Differential Equations 2	HÜ	1


Foundations of Management
Introduction to Management	VL	3
Management Tutorial	HÜ	2


Introduction to Information Security
Introduction to Information Security	VL	3
Introduction to Information Security	GÜ	2


Operating Systems
Operating Systems	VL	2
Operating Systems	GÜ	2


Combinatorial Structures and Algorithms
Combinatorial Structures and Algorithms	VL	3
Combinatorial Structures and Algorithms	GÜ	1


Bachelor Thesis

Non-technical Courses for Bachelors (from catalogue) - 6LP

The choice of courses from the catalogue is flexible (depends on the semestral work load), provided the necessary number of required credits is reached.