DIKUL - logo
(UL)
PDF
  • There is no (95, 40, 12, 20) strongly regular graph
    Azarija, Jernej, 1988- ; Marc, Tilen
    We show that there is no ▫$(95, 40, 12, 20)$▫ strongly regular graph and, consequently, there is no ▫$(96, 45, 24, 18)$▫ strongly regular graph, no nontrivial regular two-graph on ▫$96$▫ vertices, ... and no partial geometry ▫$\operatorname{pg}(4, 9, 2)$▫. The main idea of the result is based on the star complement technique and requires a moderate amount of computation.
    Source: Journal of combinatorial designs. - ISSN 1063-8539 (Vol. 28, iss. 4, Apr. 2020, str. 294-306)
    Type of material - article, component part ; adult, serious
    Publish date - 2020
    Language - english
    COBISS.SI-ID - 18934873

source: Journal of combinatorial designs. - ISSN 1063-8539 (Vol. 28, iss. 4, Apr. 2020, str. 294-306)

loading ...
loading ...
loading ...