Original Articles

PRIMITIVITY IN MATRIX NEAR-RINGS

Published in: Quaestiones Mathematicae
Volume 9, issue 1-4, 1986 , pages: 459–469
DOI: 10.1080/16073606.1986.9632127
Author(s): Andries, P.J. van der WaltDepartment of Mathematics, Republic of South Africa
Keywords: 16A76
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Abstract

The relationships between modules of a near-ring R and the matrix near-ring IMn(R) are studied, especially as regards primitivity. It is shown that R is 2-primitive iff IMn(R) is.
« EXPONENTIABLE MONOMORPHISMS
A THEORY OF RELATIVE EXTENSIONS FOR SUBALGEBRAS AND SUBMODULES »

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