Studienhandbuch | Area of Specialisation

Inhalt

[ 675ARSP18 ] Subject Area of Specialisation

Workload	Mode of examination	Education level	Study areas	Responsible person	Coordinating university
25,5 ECTS	Accumulative subject examination	B3 - Bachelor's programme 3. year	Computer Science	Sepp Hochreiter	JKU Linz / USB Budweis

Detailed information
Original study plan	Bachelor's programme Bioinformatics 2018W
Objectives	The area of specialisation gives students the opportunity to set a focus in their individual study areas and to deepen their knowledge and skills in the field of Bioinformatics.
Subject	Contents result from the content of each course.

Subordinated subjects, modules and lectures
Module Advanced Database Systems
Module Basic Methods of Molecular Biology
Module Epigenetics
Module Evolutionary Genomics
Module Introduction to Immunology
Module Methods in Molecular Biology
Module Molecular Ecology
Module Polar Ecology
Module Polar Ecology (Life Science)
Module Project Management and its Economy
Module Vertebratological Excursion
KV Advanced NMR 2
VL Biological signalling II
VL Biological signalling I
VL Biophysics II
VL Characterization of Bio-Nanostructures
VL Microsocopy on biomolecules
UE Stochastic simulation
VL Stochastic simulation
VL Inverse problems
VL Stochastic processes
UE Software Engineering
VL Software Engineering
KV Application Oriented Knowledge Processing
VL Biometric Identification
VL Computer Forensics and IT Law
VL Human/Computer Interaction
KV Machine Learning and Pattern Classification
KV Parallel Computing
KV Software Architectures
KV Software Testing
UE Theoretical Concepts of Machine Learning
VL Theoretical Concepts of Machine Learning
KV Web Search and Mining
VL Statistical Signal Processing
VU Advanced Topics of Molecular Biotechnologies
VL Biophysics I for Molecular Biosciences
VU Genomic Data Analysis
VL Physics for Molecular Biosciences
KV Chemical Calculations
VL Advanced NMR 1
VL Computer Algebra for Concrete Mathematics
UE Computer Algebra
VL Computer Algebra
UE Inverse problems
KV Logic as a working language
UE Markov chains
VL Markov chains
UE Optimization
VL Optimization
UE Stochastic processes
VL Biophysics I
KV Stochastic Processes