Functions which are relevant in cryptography
Projektleiter:
Projektbearbeiter:
Jürgen Bierbrauer,
Yves Edel,
PD Dr. Gohar Kyureghyan,
Tor Helleseth,
Lilya Budaghyan,
Mathew G. Parker
Finanzierung:
Haushalt;
In cryptographic applications, one is interested in functions $F: \mathbb{F}_2^n \rightarrow \mathbb{F}_2^m$ with good differential and linear properties. The linear properties are related to the Welsh spectrum of F, the differential properties we related to the "differential spectrum". In this project, we try to find and classifys new functions.
Schlagworte
Functions, differential spectrum
Kontakt
Prof. Dr. Alexander Pott
Otto-von-Guericke-Universität Magdeburg
Institut für Algebra und Geometrie
Universitätsplatz 2
39106
Magdeburg
Tel.:+49 391 6718322
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