English

Not applicable.

Students must have the background in symmetric and asymmetric cryptography and discrete mathematics equivalent to knowledge provided by compulsory courses BZKR and TAKR of the Bachelor’s program T-IBP.

The maximum of 30 points is given upon completion of the theoretical test in seminar. The maximum of 70 points can be gained by completing the final project.
The conditions for the successful course completion are stated in the yearly updated supervisor’s notice.

The goal of the course is to provide students with the overview of the actual trends in cryptography and system security. Students will learn the advanced techniques used in modern cryptography that are based on the provable security concept. Furthermore, formal security models and security proving techniques are covered. This theoretical knowledge is illustrated using practical examples of the architectures and implementations of modern encryption schemes, signature schemes and privacy-enhancing schemes.
By passing the course, students will get the knowledge of advanced cryptography, in particular of the trends in modern cryptographic protocol design. Students will obtain the skills necessary for secure design based on provable security using widely accepted formal models and definitions. Students will be able to design modern protocols and understand the specifications of upcoming cryptographic systems. By passing the course, students will learn the actual state in the implementation and use of cryptographic algorithms in real-world systems for assuring ICT security.

Not applicable.

Not applicable.

BURDA, Karel. Aplikovaná kryptografie. 1. vyd. Brno: VUTIUM, 2013. ISBN 978-80-214-4612-0.
MENEZES, Alfred, Paul C VAN OORSCHOT a Scott A VANSTONE. Handbook of applied cryptography. Boca Raton: CRC Press, c1997. Discrete mathematics and its applications. ISBN 0-8493-8523-7.

Not applicable.