The candidate possesses broad knowledge about main topics and theories in cryptology, its processes, tools and methods. The main topics and theories include classical cryptography, symmetric ciphers, asymmetric ciphers, hash functions and digital signatures.
The candidate is familiar with research and development achievements in modern cryptology.
The candidate is capable of updating his/her knowledge in cryptology.
The candidate is capable of applying the knowledge in cryptology and the relevant research and development results to theoretical and practical problems. The candidate is also capable of giving the explanation for the choice of those results applicable on the problem at hand.
The candidate is capable of thinking over his/her professional practice and making changes in it under supervision.
The candidate can find, evaluate and refer to relevant research results and other achievements in cryptology and use them to solve a particular problem.
The candidate knows relevant cryptographic tools techniques and terminology.
The candidate has insight into relevant professional and ethical problems.
The candidate is capable of planning and carrying out various professional tasks and projects during certain time period, alone or as a member of a group, following ethical requirements and guidelines.
The candidate can communicate the most important material in cryptology such as theories, problems and solutions through written, oral and other relevant forms of expression.
The candidate can exchange points of view and experience with others possessing background in cryptology. Through that process, the candidate can contribute to development of good practice.
The candidate possesses knowledge about innovation and innovation processes.
1. Classical cryptography - history of cryptography and classical cipher systems
2. Symmetric ciphers - introduction to stream and block ciphers
3. Asymmetric ciphers - definition and fundamentals
4. Hash functions and digital signatures.
Written exam, 3 hours
Written exam, 3 hours
Alphabetical Scale, A(best) – F (fail)
Evaluated by the lecturer
Ordinary re-sit examination.
1. Introduction to Cryptography and Coding Theory, 2. edition, Trappe W., Washington L., Prentice Hall, 2006, ISBN: 0131981994.
There is room for 50 students for the course.
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