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Bejelentkezés
A Tudóstér funkcióinak nagy része bejelentkezés nélkül is elérhető. Bejelentkezésre az alábbi műveletekhez van szükség:
Hannusch, C.,
Major, S. R.,
Pavone, M.:
Algorithm for the fast generation of Latin squares.
J. Discret. Math. Sci. Cryptogr. [Epub ahead of print], 1-12, 2025.
Ahmad, H.,
Hannusch, C.:
A Scalable Symmetric Cryptographic Scheme Based on Latin Square, Permutations, and Reed-Muller Codes for Resilient Encryption.
Cryptography. 9 (4), 1-28, (cikkazonosító: 70), 2025.
Csernoch, M.,
Nagy, T. K.,
Nagy, K.,
Csernoch, J.,
Hannusch, C.:
Human-centered digital sustainability: handling enumerated lists in digital texts.
IEEE Access. 12, 30544-30561, 2024.
Ahmad, H.,
Hannusch, C.:
A New Keyed Hash Function Based on Latin Squares and Error-Correcting Codes to Authenticate Users in Smart Home Environments.
In: Codes, Cryptology and Information Security: 4th International Conference, C2SI 2023, Rabat, Morocco, May 29-31, 2023, Proceedings. (Chapter 8) /Souidi El Mamoun (eds.), Springer Nature Switzerland, Cham, Svájc, 129-135, 2023. ISBN: 9783031330162
Hannusch, C.,
Mihálydeák, T. S.:
Algebraic structures gained from rough approximation in incomplete information systems.
In: Annals of Computer Science and Information Systems (ACSIS) ISBN: 9788396589743
Hannusch, C.,
Major, S. R.:
Torch: Software Package For The Search Of Linear Binary Codes.
In: 2022 IEEE 2nd Conference on Information Technology and Data Science (CITDS): Proceedings / Fazekas István, IEEE, Piscataway, 103-106, 2022.
Dömösi, P.,
Hannusch, C.,
Horváth, G.:
A Cryptographic System Based on a New Class of Binary Error-Correcting Codes.
Tatra Mt. Math. Publ. 73 (1), 83-96, 2019.
Halasi, Z.,
Hannusch, C.,
Nguyen, H. N.:
The largest character degrees of the symmetric and alternating groups.
Proc. Amer. Math. Soc. 144 (5), 1947-1960, 2016.
Hannusch, C.,
Lakatos, P.:
Construction of self-dual radical 2-codes of given distance.
Discrete Math. Algorithm. Appl. 4 (4), 1250052-1-1250052-13, 2012.
