KARAKTERISTIK DARI B1 NEAR-RING DAN S1 NEAR-RING

AKBAR, MAULANA (2016) KARAKTERISTIK DARI B1 NEAR-RING DAN S1 NEAR-RING. Undergraduate thesis, UNDIP.

[img]
Preview
PDF
591Kb
[img]PDF
Restricted to Repository staff only

2870Kb
[img]
Preview
PDF
83Kb

Abstract

Let be a non empty set with two binary operations additive and multiplicative is called near-ring if over additive operation is group (not necessarily abelian), over multiplicative operation is semigroup, and over both binary operation satisfies right(left) distributive law. Near-ring is called S1 near-ring if for every , there exist , . Near-ring is called strong S1 near-ring if for every , , for every . Near-ring N is called Boolean near-ring if for every , . Near-ring N is called B1 nearring if for every , there exist , . Near-ring N is called strong B1 near-ring if for every , . In this undergraduated thesis we discussed some of their properties, obtain a characterisation and also a structure theorem beetwen strong S1 near-ring and B1 near-ring, Boolean near-ring and B1 near-ring, B1 near-ring and strong B1 near-ring. Keywords: S1 near-ring, strong S1 near-ring, Boolean near-ring, B1 near-ring, strong B1 near-ring

Item Type:Thesis (Undergraduate)
Subjects:Q Science > QA Mathematics
Divisions:Faculty of Science and Mathematics > Department of Mathematics
ID Code:84276
Deposited By:Admin Departemen Matematika
Deposited On:14 Jun 2022 08:46
Last Modified:14 Jun 2022 08:46

Repository Staff Only: item control page