Course for international guest/part time students

Faculty
Faculty of Science
Organization
TTK Department of Computer Science
Code
kriptl1u0um17gm
Title
Criptology (p)
Usual semester
Spring
Published semester
2025/26/2
ECTS
3
Language
hu
Learning outcomes
Knowledge: getting familiar with the area of criptology Ability: to understand and use the tools of criptology Attitude: the need to extend the mathematical knowledge, to gain new analytic skills Autonomy and Responsibility: based on the gained knowledge in criptology, the students are able to decide which tools are the most suitable to solve applied problems
Course content
Perfect (information theoretical) security The One-Time Pad Limitations of perfectly secure encryptions Computational approach to cryptography Pseudorandom sequences Secure encryption schemes Chosen Plaintext Attack (CPA) Defense against the Chosen Ciphertext Attack (CCA) Message authentication codes and hash functions The Merkle-Damgard transformation One-way functions RSA encryption Trapdoor permutations The Goldwasser-Micali encryption scheme The Rabin encryption scheme The Paillier encryption scheme
Assessment method
term grade
Bibliography
lecture notes

Programmes of the course

Title (code) Lang. Level Mandatory Year ...
Alkalmazott matematikus MSc - Számítástudomány szakirány (TTK-ALKMAT-SZÁMTUD-NMHU) hu 7 1/2
Applied Mathematician (TTK-ALKMAT-NMHU) hu 7 1/2
Applied Mathematician (TTK-ALKMAT-NMEN) en 7 1/2
Erasmus Programme (TTK-ERASMUS-NXXX) en Mandatory
Mathematician (TTK-MATEMAT-NMHU) hu 7 1/2
Mathematician (TTK-MATEMAT-NMEN) en 7 1/2
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