Lower exponent-p central series
The lower exponent-p central series of a p-group G
descends by λk+1 = [λk, G] λkp — refining the
lower central series by also taking p-th powers.
Its first proper term is the Frattini subgroup Φ(G).
The lower exponent-p central series of a p-group G
descends by λk+1 = [λk, G] λkp — refining the
lower central series by also taking p-th powers.
Its first proper term is the Frattini subgroup Φ(G).