For a permutation group G acting on set V, subset I of is said to be an intersecting if for every pair elements g,h∈I there exists v∈V such that g(v)=h(v). The intersection density ρ(G) transitive the maximum value quotient |I|/|Gv| where Gv stabilizer point and runs over all sets in G. If largest then have Erdős–Ko–Rado (EKR)-property, moreover, has strict-EKR-property size coset stabilizer. I...