| Commutative Algebra and Its Applications. M Fontana, S Kabbaj, B Olberding, I Swanson Walter de Gruyter, 2009 | 278* | 2009 |
| Trivial extensions defined by coherent-like conditions SE Kabbaj, N Mahdou Communications in Algebra 32 (10), 3937-3953, 2004 | 193 | 2004 |
| On Jaffard domains DF Anderson, A Bouvier, DE Dobbs, M Fontana, S Kabbaj Expo. Math 6 (2), 145-175, 1988 | 153 | 1988 |
| Trivial extensions defined by Prüfer conditions C Bakkari, S Kabbaj, N Mahdou Journal of Pure and Applied Algebra 214 (1), 53-60, 2010 | 147 | 2010 |
| Prüfer conditions in an amalgamated duplication of a ring along an ideal M Chhiti, M Jarrar, S Kabbaj, N Mahdou Communications in Algebra 43 (1), 249-261, 2015 | 43 | 2015 |
| Commutative rings in which every finitely generated ideal is quasi-projective J Abuhlail, M Jarrar, S Kabbaj Journal of Pure and Applied Algebra 215 (10), 2504-2511, 2011 | 42 | 2011 |
| When is the dual of an ideal a ring? EG Houston, SE Kabbaj, TG Lucas, A Mimouni Journal of Algebra 225 (1), 429-450, 2000 | 42 | 2000 |
| When Is D+ M n-Coherent and an (n, d)-Domain? DE Dobbs, SE Kabbaj, N Mahdou, M Sobrani Advances in Commutative Ring Theory, 257-270, 2023 | 41 | 2023 |
| Trivial Extensions of Local Rings and a Conjecture of Costa S Kabbaj, N Mahdou Lecture Notes in Pure and Applied Mathematics Dekker 231, 301-311, 2003 | 41* | 2003 |
| Bi-amalgamated algebras along ideals S Kabbaj, K Louartiti, M Tamekkante | 40 | 2017 |
| Tensor products of Cohen–Macaulay rings: solution to a problem of Grothendieck S Bouchiba, S Kabbaj Journal of Algebra 252 (1), 65-73, 2002 | 39 | 2002 |
| La formule de la dimension pour les S-domaines forts universels S Kabbaj Boll. Un. Mat. Ital. D (6) 5 (1), 145-161, 1986 | 39 | 1986 |
| Commutative Algebra. Noetherian and Non-Noetherian Perspectives M Fontana, SE Kabbaj, B Olberding, I Swanson Springer, 2011 | 37* | 2011 |
| On the class group of a graded domain S El Baghdadi, L Izelgue, S Kabbaj Journal of Pure and Applied Algebra 171 (2-3), 171-184, 2002 | 36 | 2002 |
| Some factorization properties of A+ XB [X] domains V Barucci, L Izelgue, SE Kabbaj Commutative Ring Theory, 69-78, 2023 | 34 | 2023 |
| Sur les S-domaines forts de Kaplansky S Kabbaj Journal of Algebra 137 (2), 400-415, 1991 | 34 | 1991 |
| On the class group of A+ XB [X] domains DF Anderson, S El Baghdadi, SE Kabbaj Advances in Commutative Ring Theory, 73-85, 2023 | 32 | 2023 |
| t-class semigroups of integral domains S Kabbaj, A Mimouni Walter de Gruyter 2007 (612), 213-229, 2007 | 30 | 2007 |
| Examples of Jaffard domains A Bouvier, S Kabbaj Journal of pure and applied algebra 54 (2-3), 155-165, 1988 | 30 | 1988 |
| Universally catenarian domains of 𝐷+ 𝑀 type DF Anderson, DE Dobbs, S Kabbaj, SB Mulay Proceedings of the American Mathematical Society 104 (2), 378-384, 1988 | 29 | 1988 |
