×

zbMATH — the first resource for mathematics

Hizem, Sana

Compute Distance To:
Author ID: hizem.sana Recent zbMATH articles by "Hizem, Sana"
Published as: Hizem, Sana; Sana, Hizem; Hizem, S.
Homepage: http://www.fsm.rnu.tn/eng/profil/sana_hizem
External Links: ResearchGate
Documents Indexed: 15 Publications since 2005
Reviewing Activity: 13 Reviews

Publications by Year

Citations contained in zbMATH Open

12 Publications have been cited 61 times in 51 Documents Cited by Year
Modules satisfying the \(S\)-Noetherian property and \(S\)-ACCR. Zbl 1347.13005
Hamed, Ahmed; Hizem, Sana
11
2016
\(S\)-Noetherian rings of the forms \(\mathcal{A}[X]\) and \(\mathcal{A}[[X]]\). Zbl 1329.13014
Hamed, Ahmed; Hizem, Sana
9
2015
Nonnil-Noetherian rings and the SFT property. Zbl 1242.13027
Hizem, Sana; Benhissi, Ali
8
2011
A note on nil power serieswise Armendariz rings. Zbl 1206.16044
Hizem, Sana
8
2010
Chain conditions in rings of the form \(A+XB[X]\) and \(A+XI[X]\). Zbl 1177.13044
Hizem, S.
5
2009
Formal power series over strongly Hopfian rings. Zbl 1208.13008
Hizem, Sana
5
2011
On the class group and S-class group of formal power series rings. Zbl 1369.13015
Hamed, Ahmed; Hizem, Sana
5
2017
When is \(A+XB[[X]]\) Noetherian? Zbl 1056.13014
Hizem, Sana; Benhissi, Ali
4
2005
On Anderson-Badawi conjectures. Zbl 1390.13011
Sihem, Smach; Hizem, Sana
3
2017
Semistar-super potent domains. Zbl 1423.13110
Wafa, Gmiza; Sana, Hizem
1
2019
Power series over an ascending chain of rings. Zbl 1262.13034
Hizem, Sana
1
2012
2-AB rings and 2-absorbing rings. Zbl 1434.13007
Sana, Hizem; Sihem, Smach
1
2020
2-AB rings and 2-absorbing rings. Zbl 1434.13007
Sana, Hizem; Sihem, Smach
1
2020
Semistar-super potent domains. Zbl 1423.13110
Wafa, Gmiza; Sana, Hizem
1
2019
On the class group and S-class group of formal power series rings. Zbl 1369.13015
Hamed, Ahmed; Hizem, Sana
5
2017
On Anderson-Badawi conjectures. Zbl 1390.13011
Sihem, Smach; Hizem, Sana
3
2017
Modules satisfying the \(S\)-Noetherian property and \(S\)-ACCR. Zbl 1347.13005
Hamed, Ahmed; Hizem, Sana
11
2016
\(S\)-Noetherian rings of the forms \(\mathcal{A}[X]\) and \(\mathcal{A}[[X]]\). Zbl 1329.13014
Hamed, Ahmed; Hizem, Sana
9
2015
Power series over an ascending chain of rings. Zbl 1262.13034
Hizem, Sana
1
2012
Nonnil-Noetherian rings and the SFT property. Zbl 1242.13027
Hizem, Sana; Benhissi, Ali
8
2011
Formal power series over strongly Hopfian rings. Zbl 1208.13008
Hizem, Sana
5
2011
A note on nil power serieswise Armendariz rings. Zbl 1206.16044
Hizem, Sana
8
2010
Chain conditions in rings of the form \(A+XB[X]\) and \(A+XI[X]\). Zbl 1177.13044
Hizem, S.
5
2009
When is \(A+XB[[X]]\) Noetherian? Zbl 1056.13014
Hizem, Sana; Benhissi, Ali
4
2005

Citations by Year