  Various classes of hyperideals have been studied in many papers in order to
let us fully understand the structures of hyperrings in general. The purpose of
this paper is the study of some hyperideals whose concept is created on the
basis of the intersection of all n-ary prime hyperideals in category of Krasner
(m,n)-hyperrings. In this regard we introduce notions of N-hyperideals,
delta-N-hyperideals, (k,n)-absorbing delta-N-hyperideals and S-N-hyperideals.
The overall framework of these structures in then explaind, providing a number
of major conclusions.
