@misc{10481/41188,
year = {2014},
month = {9},
url = {http://hdl.handle.net/10481/41188},
abstract = {We prove that the multiplication ring of a centrally closed semiprime ring R has a finite rank operator over the extended centroid C iff R contains an idempotent q such that qRq is finitely generated over C and, for each x∈qRq , there exist z∈qRq and e an idempotent of C such that xz = eq.},
organization = {Grupo de Investigación: Estructura Normadas en Espacios Vectoriales (FQM290) de la Junta de Andalucía.},
publisher = {Scientific Research},
keywords = {Extended centroid},
keywords = {Minimal idempotent},
keywords = {Ring},
keywords = {Semiprime ring},
title = {On Finite Rank Operators on Centrally Closed Semiprime Rings},
doi = {10.4236/apm.2014.49056},
author = {Cabello Piñar, Juan Carlos and Casas Del Castillo, Ricardo and Montiel López, Pablo},
}