<abstract xmlns="http://www.w3.org/1999/xhtml"><p>In addition to theoretical investigations of radicals connected with a right ideal in associative rings, we seek to build models implementing the achieved results. In the process, we succeeded in building an upper nilradical connected with a right ideal in the ring (Z[√3], +,·). This is presented in the paper, after some necessary theoretical preliminaries.</p></abstract>

In addition to theoretical investigations of radicals connected with a right ideal in associative rings, we seek to build models implementing the achieved results. In the process, we succeeded in building an upper nilradical connected with a right ideal in the ring (Z[√3], +,·). This is presented in the paper, after some necessary theoretical preliminaries.

The Upper Nilradical Connected with a Right Ideal in the Ring (Z[√3], +,·)

State University of Tetovo, Tetovo, Republic of Macedonia

South East European University, Tetovo, Republic of Macedonia

Polytechnic University of Tirana, Tirana, Republic of Albania

SEEU Review

{"article-title":"The Upper Nilradical Connected with a Right Ideal in the Ring (Z[√3], +,·)"}

In addition to theoretical investigations of radicals connected with a right ideal in associative rings, we seek to build models implementing the achieved...

The Upper Nilradical Connected with a Right Ideal in the Ring (Z[√3], +,·)

Publié en ligne: 16 mars 2013

Pages: 44 - 56

DOI: https://doi.org/10.2478/v10306-012-0019-0

Mots clés
the ring, right ideal, nilradical, upper nilradical

This content is open access.

The Upper Nilradical Connected with a Right Ideal in the Ring (Z[√3], +,·)

Publié en ligne: 16 mars 2013

Pages: 44 - 56

DOI: https://doi.org/10.2478/v10306-012-0019-0

Mots clésthe ring, right ideal, nilradical, upper nilradical

This content is open access.

Mots clés
the ring, right ideal, nilradical, upper nilradical