Nearrings arise naturally in various ways, but most nearrings studied today arise as the
endomorphisms of a group or cogroup object of a category. These nearrings are rings if the …

In the theory of near-rings the near-rings with identities occupy a role analogous to that in
ring theory of rings with identities. Specifically, every near-ring may be embedded in a near …

In this paper, we considered investigating some properties of zero near rings and novel
results in this regard are obtained. In addition, we defined a zero divisor near ring and …

In this paper we introduce the concept of Boolean near-rings. Using any Boolean ring with
identity, we construct a class of Boolean near-rings, called special, and determine left ideals …

The study of near-rings is motivated by consideration of the system generated by the
endomorphisms of a (not necessarily commutative) group. Such endomorphism near-rings …

NORMED NEAR ALGEBRAS AND FINITE DIMENSIONAL NEAR ALGEBRAS OF CONTINUOUS
FUNCTIONS. NORMED NEAR ALGEBRAS AND FINITE DIMENSIONAL NEAR ALGEBRAS OF …

Fuzzy soft subnear-rings and (∈,∈∨q)-fuzzy soft subnear-rings - ScienceDirect Skip to main
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SOME STRUCTURE THEOREMS FOR NEARRINGS SOME STRUCTURE THEOREMS FOR
NEARRINGS Full Text This dissertation has been microfilmed exactly as received Q 8-14,200 …

Simplicity of Near-Rings of Transformations Page 1 SIMPLICITY OF NEAR-RINGS OF
TRANSFORMATIONS GERALD BERMAN AND ROBERT J. SILVERMAN 1. Introduction …

1. Introduction. Let S (X) denote the collection of homotopy classes of homotopy
equivalences of a space X with itself. Composition of maps induces a group structure in S …