SOME RESULTS OF THE NILPOTENCE IN THE MOD P STEENROD ALGEBRA
Articles > Article · 2014
Authors: Özgür EGE, İsmet KARACA
COMPTES RENDUS DE L ACADEMIE BULGARE DES SCIENCES, Journal Indexed in SCI Expanded, International, 2014, vol 67, pp 1611-1620
Summary
In this paper, we deal with a collection of left and right ideals of A(p) which is the mod p Steenrod algebra. We also prove that for all odd prime numbers p, the nilpotence heights of P-2P and P2P+1 are p and p - 1, respectively.