Papers in Journals

Showing 1-16 of 16 items.

1. Peter Danchev, Mahdi Samiei,The probability when a finite commutative ring is weakly nil-clean,Asian-European Journal of Mathematics,2022,ُScopus.
2. Peter Danchev, Mahdi Samiei,THE PROBABILITY WHEN A FINITE COMMUTATIVE RING IS NIL-CLEAN,Transactions of A. Razmadze Mathematical Institute,2022,Scopus.
3. Mahdi Samiei,commutative rings whose proper homomorphic images are nil clean,Novi Sad Journal of Mathematics,2020,Scopus.
4. Peter Danchev, Mahdi Samiei,COMMUTATIVE WEAKLY NIL-NEAT RINGS,Novi Sad Journal of Mathematics,2020,Scopus.
5. Peter Danchev, Mahdi Samiei,A new characterization of commutative semiregular rings,Advances in Pure and Applied Mathematics,2020,Scopus.
6. Peter Danchev, Mahdi Samiei,Commutative weakly nil-neat group rings,Communications in Algebra,2020.
7. Peter Danchev, Mahdi Samiei,Commutative Nil-Neat Group Rings,.J. Math. Tokushima Univ,2019.
8. Hosein Fazaeli Moghimi, Mahdi Samiei,Generalized quasi-primary rings,Advanced Studies in Contemporary Mathematics (Kyungshang),2018.
9. Mahdi Samiei, Hosein Fazaeli Moghimi,QUASI-ZARISKI TOPOLOGY ON THE QUASI-PRIMARY SPECTRUM OF A MODULE,Jordan Journal of Mathematics and Statistics,2017,Scopus, Isc.
10. Mahdi Samiei, Hosein Fazaeli Moghimi,WEAKLY IRREDUCIBLE IDEALS,Journal of Algebra and Related Topics,2016,Scopus, Isc.
11. Hosein Fazaeli Moghimi, Mahdi Samiei,Quasi-primary submodules satisfying the primeful property I,Hacettepe Journal of Mathematics and Statistics,2016,JCR, SCOPUS, ISC.
12. Hosein Fazaeli Moghimi, Mahdi Samiei,Quasi-primary submodules satisfying the primeful property II,Hacettepe Journal of Mathematics and Statistics,2015,JCR, SCOPUS, ISC.
13. Hosein Fazaeli Moghimi, Mahdi Samiei,Quasi-primaryful modules,Asian-European Journal of Mathematics,2015,SCOPUS.
14. Mahdi Samiei, Hosein Fazaeli Moghimi,Modules satisfying the weak Nakayama property,Indagationes Mathematicae,2014,JCR, SCOPUS.
15. H. FAZAELI MOGHIMI, F. RASHEDI, AND M. SAMIEI,A NOTE ON PRIMARY-LIKE SUBMODULES OF MULTIPLICATION MODULES,Journal of Algebra and Related Topics,2014,SCOPUS, ISC.
16. Peter Danchev, Mahdi Samiei,The Probability When a Finite Commutative Ring Is (Weakly) Nil-Neat,Iranian Journal of Mathematical Sciences and Informatics,2022.