Dergiler / International Electronic Journal of Algebra
The International Electronic Journal of Algebra (IEJA) is an international mathematical journal founded at the beginning of 2007. This journal carries original research articles of high standard in the field of algebra and aims to reflect the latest developments in the field. Contributions from mathematicians all over the world are welcome. The International Electronic Journal of Algebra ( Int. Electron. J. Algebra ) is published twice a year (January - July). IEJA is indexed/abstracted by Mathematical Reviews, Emerging Sources Citation Index (ESCI), Zentralblatt MATH, Scopus, EBSCO and DOAJ. IEJA seeks previously unpublished papers that contain: Module theory Ring theory Group theory Algebras Comodules Corings Coalgebras Representation theory Number theory Authors are invited to submit papers for electronic publication. Manuscripts must be original and written in English and should be submitted to the following e-mail address: [email protected] The manuscripts submitted to IEJA are checked first by iThenticate to compare the contents of the manuscripts with a vast database of webpages and academic publications. The iThenticate report for every manuscript is investigated in detail. According to the iThenticate result, if the similarity index of the manuscript is higher than %25, then it can not be considered for further process.
2015 · Cilt: 18 - Sayı: 18
| Makale | Yazar | Sayfa |
|---|---|---|
| DING PROJECTIVE AND DING INJECTIVE DIMENSIONS | Chaoling Huang, Tongsuo Wu | 1–20 |
| UNITS IN Fq k (Cp or Cq) | N. Makhijani, R. K. Sharma, J. B. Srivastava | 21–33 |
| A RELATIONSHIP BETWEEN 2-PRIMAL MODULES AND MODULES THAT SATISFY THE RADICAL FORMULA | David Ssevviiri | 34–45 |
| ON RINGS OVER WHICH EVERY P-FLAT IDEAL IS SINGLY PROJECTIVE | Fatima Cheniour, Najib Mahdou | 46–56 |
| ON S-SEMISTAR-NOETHERIAN DOMAINS | Afsaneh Esmaeelnezhad, Parviz Sahandi | 57–71 |
| τ -U-FACTORIZATIONS AND THEIR GRAPHS IN COMMUTATIVE RINGS WITH ZERO-DIVISORS | M. Axtell, C. Mooney | 72–91 |
| ON UNIFORMITY IN LATTICES OF CLASSES OF MODULES DEFINED BY CLOSURE PROPERTIES | Hugo Alberto Rincon-Mejia, Jose Patricio Sanchez-Hernandez | 92–106 |
| MULTIPLICATIVE SUBSETS OF ATOMS | Ashley Rand | 107–116 |
| CORRIGENDUM TO “ON RINGS WHERE LEFT PRINCIPAL IDEALS ARE LEFT PRINCIPAL ANNIHILATORS” | V. Camillo, W. K. Nicholson | 117–118 |