Výsledky vyhledávání - "Staszewski, Reiner"

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Improvements for lower bounds of mutually orthogonal Latin squares of sizes $54$, $96$ and $108$

Autor: Abel, R. Julian R., Janiszczak, Ingo, Staszewski, Reiner

We will show that there are at least 8, 10 and 9 mutually orthogonal Latin squares (MOLS) of orders $n=54$, $96$ and $108$. The cases $n=54$ and $96$ are obtained by constructing separable permutation codes consisting of $8 \times 54$ and $10 \times

Externí odkaz: http://arxiv.org/abs/2412.00480

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Elektronická kniha

Lineare Algebra / von Dr. Reiner Staszewski, Prof. Dr. Karl Strambach und Prof. Dr. Helmut Völklein. [electronic resource]

Autor: Staszewski, Reiner, joint author

Externí odkaz: Kolekce e-knih KNAV Registrovani uzivatele: plny text online 5 minut, dalsi pristup na vyzadani. Registered users: full text online 5 minutes, further access on request.

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Isometry invariant permutation codes and mutually orthogonal Latin squares

Autor: Janiszczak, Ingo, Staszewski, Reiner

Commonly the direct construction and the description of mutually orthogonal Latin squares (MOLS) makes use of difference or quasi-difference matrices. Now there exists a correspondence between MOLS and separable permutation codes. We like to present

Externí odkaz: http://arxiv.org/abs/1812.06886

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Akademický článek

Strongly aperiodic logarithmic signatures

Autor: Staszewski Reiner, van Trung Tran

Publikováno v: Journal of Mathematical Cryptology, Vol 7, Iss 2, Pp 147-179 (2013)

Logarithmic signatures for finite groups are the essential constituent of public key cryptosystems and . Especially they form the main component of the private key of . Regarding the use of , it has become a vital issue to construct new classes of lo

Externí odkaz: https://doaj.org/article/d4eefb0e3d0744d19a755b155d81ff7d