LDPC codes from cubic semisymmetric graphs (CROSBI ID 705325)
Prilog sa skupa u zborniku | sažetak izlaganja sa skupa | međunarodna recenzija
Podaci o odgovornosti
Šimac, Marina ; Crnković, Dean ; Rukavina, Sanja
engleski
LDPC codes from cubic semisymmetric graphs
A regular graph is semisymmetric if it is edge- transitive but not vertex-transitive. A cubic semisymmetric graph is a 3-regular graph which is semisymmetric. It has been proved that every semisymmetric graph is necessarily bipartite graph. In this talk we study low-density parity- check (LDPC) codes having cubic semisymmetric graphs as their Tanner graphs. We will discuss some of the properties of the constructed codes and present bounds for the code parameters: code length, dimension and minimum distance. Further, we will discuss the structure of the smallest absorbing sets of these LDPC codes and give an expression for the variance of the syndrome weight of the constructed codes. Moreover, computational and simulation results on the constructed codes will be presented.
LDPC code, cubic graph, semisymmetric graph
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Podaci o prilogu
14-14.
2021.
objavljeno
Podaci o matičnoj publikaciji
Graphs and Groups, Geometries and GAP (G2G2) Summer School, Satellite event of the 8th European Congress of Mathematics, Report of Contributions
Podaci o skupu
Graphs and Groups, Geometries and GAP (G2G2-Summer School)
predavanje
27.06.2021-03.07.2021
Rogla, Slovenija