The results in this paper supplement those in" Measurable relations" by CJ Him-melberg [H].
Some results of that paper are extended and examples are given showing the sharpness of …

Generally the study of algebraic structures deals with the concepts like groups, semigroups,
groupoids, loops, rings, near-rings, semirings, and vector spaces. The study of bialgebraic …

IFP near-rings Page 1 J. Austral. Math. Soc. {Series A) 27 (1979), 365-370 IFP NEAR-RINGS
D. RAMAKOTAIAH and G. KOTESWARA RAO (Received 21 February; revised 3 August 1978) …

An ideal I of a near-ring R is a type one prime ideal if whenever a Rb⊆ I, then a∈ I or b∈ I.
This paper considers the interconnections between prime ideals and type one prime ideals …

Generally, in any human field, a Smarandache Structure on a set A means a weak structure
W on A such that there exists a proper subset B in A which is embedded with a stronger …

A near-ring N is defined to be left bipotent if Na= Na2 for each a in N. Many properties of
such near-rings are proved in Section 1, and results of Chandran (4) are generalised. Most …

On Jacobson type radicals of near-rings Page 1 Acta Math. Hung. 50 (1--2) (1987), 71--78. ON
JACOBSON TYPE RADICALS OF NEAR-RINGS K. KAARLI (Tartu) The main result of this paper …

Looking at the automata defined over a group alphabet as a nearring, we see that they are a
highly complicated structure. As with ring theory, one method to deal with complexity is to …

We study the near-rings N in which xyzt= xzyt for all x, y, z, t ɛ N and we call them medial.
We prove that all such near-rings have a subdirect structure very similar to that of the …

To establish our notation N will always denote a (left) near-ring without any type of
multiplicative identity (unless the contrary is stated) satisfying On= 0 for each n∈ N where 0 …