2016/17 Summer Semester Courses

Courses in English available in the academic year 2016/2017

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Semester
2016/17 Summer Semester Courses

B.Sc.
sem. 1 - 4

Undergraduate

Information and 
 Communications 
Technology

EADS - Algorithms & Data Structures
ECIRS - Circuits and Signals
EDDE - Differential and Difference Equations 
EDC1 - Digital Circuits 
EECEL - Electrical and Computer Engineering Laboratory
EELE1 - Electronics 1 
EIDMA - Introduction to Discrete Mathematics
EMANA - Mathematical Analysis
ENUME - Numerical Methods 
EOOP - Object-Oriented Programming
EPRST - Probability and Statistics
EPFU - Programming Fundamentals
EPHY1 - Physics 1 
EPHY2 - Physics 2 
ESISM – Signals, Systems and Modulation
ETMAG - Transition Math & Algebra with Geometry
   

B.Sc.
sem. 5 - 8

Undergraduate

Information and 
 Communications 
Technology

/

Computer Science
 
/

Telecommunications

EARIN - Introduction to Artificial Intelligence
ECOGR - Computer Graphics
ECOPR - Communication Protocols
ECOTE – Compiling Techniques
ECOAR - Computer Architecture 
ECONE - Computer Networks 
ECRYP - Cryptography and Information Security
EDABA - Data Bases
EDISP - Digital Signal Processing
EDYCO - Dynamic Systems and Control
EGUI – Graphical User Interface
EINTE - Internet Technologies & Standards
EIOT - Internet of Things
EMISY - Microprocessor Systems
EMSMN - Multi-Service and Multimedia Networks 
EOPSY - Operating Systems
ESPTE - Signal Processing & Coding in Telecommunications
ETSYS - Telecommunication Systems and Networks
   
Humanistics EACAW - Academic Writing
EMAR - Methodological and Ethical Aspects of Research
EORI - Orientation
ESM - Small Business
   

M.Sc.

Graduate

Computer Science
 

Telecommunications

EADIR - Adaptive Image Recognition 
ECOET - Computational Electromagnetics for Telecommunication 
EDAMI - Data Mining 
EDRP - Discrete Random Processes 
EDCS - Distributed Computing and Systems
EDSPA - Digital Signal Processor Architecture and Programming
EINIS - Intelligent Information Systems 
EOFT - Optical Fiber Transmission
EPNM - Parallel Numerical Methods
EQUTH - Queuing Theory