In Ring theory, a branch of abstract algebra, an ideal is a special subset of a ring. Ring
theory is an extension of Group theory. Ideals generalize certain subsets of the integers …

The concept of the p-ideals in a semiring was first introduced by Mukhopadhyay and Ghosh
[4] and subsequently various characteristic features of a p-ideal in different classes of …

p-Ideals in p-Regular Semirings Page 1 Southeast Asian Bulletin of Mathematics (2002) 26:
439–452 Southeast Asian Bulletin of Mathematics : Springer-Verlag 2002 p-Ideals in p-Regular …

Symmetric Prime and Symmetric Semiprime Ideals in Symmetric Semirgroups Page 1 Journal
of Physics: Conference Series PAPER • OPEN ACCESS Symmetric Prime and Symmetric …

If F is a semigroup then the semiring Pf (F) of all nonempty finite subsets of F is the free
semiring over the semigroup F in the variety Sl+ of all semirings (S,+,·) whose additive reduct …

The study of p-prime ideals in a semiring was initiated in [1]. The present paper investigates
some more properties of p-prime ideals in connection with various notions in semiring …

Recent Developments of Semirings 1 Introduction Page 1 Recent Developments of Semirings
MK Sena and AK Bhuniyab, a) Department of Pure Mathematics, University of Calcutta …

In our continuing endeavour towards establishing the theory of p-ideals [3, 4, 5] in semiring,
we have introduced in [6], the idea of p-prime and p-semiprime ideals in semiring and some …

Structure of ideals in an Euclidean semiring has been studied by Dale L. and Hanson DL
[1](1977). Mukhopadhyay in his paper [4](1999) raised the question" Is every Euclidean …