Buscar
Mostrando ítems 1-3 de 3
Ponencia
Santilli's autotopism of associative partial quasigroups
(International Academic Press, 2007)
In this paper, given an isotopism Θ ∈ In, we study some properties of the set SAPLS(Θ) of those partial Latin squares being the multiplication table of an associative partial quasigroup having Θ as a Santilli’s autotopism.
Ponencia
Latin squares associated to principal autotopisms of long cycles. Application in Cryptography
(2006-04)
Fixed a principal isotopism $\Theta=(\alpha,\beta,\epsilon)\in S_n^3$, where $S_n$ is the symmetric group of the set $N=\{0,1,...,n-1\}$, we are going to study in this paper the number $\Delta(\Theta)$ of Latin squares ...
Ponencia
Designs based on the cycle structure of a Latin square autotopism
(2008)
Latin squares have been historically used in order to create statistical designs in which, starting from a small number of experiments, it can be obtained a large experimental space. In this sense, the optimization of the ...