Higman–Sims asymptotic formula
= Higman–Sims asymptotic formula
{wiki=Higman–Sims_asymptotic_formula}
The Higman–Sims asymptotic formula is a result in the area of group theory and combinatorics, particularly relating to the structure of finitely generated groups and specifically the growth rates of certain groups. Named after Graham Higman and Charles Sims, this formula provides an asymptotic estimate for the number of groups of a given order.