Karya
Judul/Title A PRIME ESSENTIAL RING THAT GENERATES A SPECIAL ATOM
Penulis/Author Prof. Dr. Sri Wahyuni, S.U. (1); Prof. Dr.rer.nat. Indah Emilia Wijayanti, S.Si., M.Si. (2); Halina France Jackson (3)
Tanggal/Date 2016
Kata Kunci/Keyword
Abstrak/Abstract A special atom (respectively, supernilpotent atom) is a minimal element of the lattice S of all special radicals (respectively, a minimal element of the lattice K of all supernilpotent radicals). A semiprime ring R is called prime essential if every nonzero prime ideal of R has a nonzero intersection with each nonzero two-sided ideal of R. We construct a prime essential ring R such that the smallest supernilpotent radical containing R is not a supernilpotent atom but where the smallest special radical containing is a special atom. This answers a question put by Puczylowski and Roszkowska. © 2016 Australian Mathematical Publishing Association Inc.
Rumpun Ilmu Matematika
Bahasa Asli/Original Language English
Level Internasional
Status
Dokumen Karya
No Judul Tipe Dokumen Aksi
1DEPAN-baru.pdf[PAK] Halaman Cover
2Editorial-BOARD-.pdf[PAK] Halaman Editorial
3Daftar-ISI-Prime.pdf[PAK] Daftar Isi
4A PRIME ESSENTIAL RING THAT GENERATES A SPECIAL ATOM.pdf[PAK] Cek Similarity
5Dokumen-Pendukung-A PRIME ESSENTIAL RING THAT GENERATES A SPECIAL ATOM.pdf[PAK] Full Dokumen
6Scimago-Bulletin of the Australian Mathematical Society.pdfDokumen Pendukung Karya Ilmiah (Hibah, Publikasi, Penelitian, Pengabdian)
7BUKTI KORESPONDENSI-Bull-Australian-Math-Society-FINAL_compressed.pdf[PAK] Bukti Korespondensi Penulis