| 1 |
A new metatheorem and subdirect product theorem for L-subgroupsCorresponding N. Ajmal I.Jahan ( corresponding) Fuzzy Information and Engineering, China 2018 10 129-144 161-8658 (Print) 161-8666 (Online) NA |
| 2 |
A characterization of generalized cyclic groupCorresponding N.AjmalN.Sultana and I. Jahan(corresponding) Annals of fuzzy mathematics and Informatics, South Korea 2018 16 155-169 ISSN:209–9310 (print ) ISSN:228–6235 (online) na |
| 3 |
Nilpotent L-subgroups and the set product of L-subsetsCorresponding N.Ajmal, I. Jahan( corresponding) and B. Davvaz European Journal of Pure and Applied Mathematics 2017 10 255-271 13075543 na |
| 4 |
Nilpotent L-subgroups satisfy the normalizer conditionCorresponding I. Jahan (corresponding), B. Davvaz and N. Ajmal Journal of Intelligent and Fuzzy Systems 2017 33 1841-1854 ISSN print 1064-1246 ISSN online 1875-8967 na |
| 5 |
Generated L-subgroup of an L-groupCorresponding N. Ajmal, I. Jahan (corresponding) Iranian Journal of Fuzzy Systems 2015 12 129-136 Print ISSN1735-0654 Online ISSN2676-4334 na |
| 6 |
Solvable L-subgroup of an L-groupCorresponding N. Ajmal, I. Jahan (corresponding) Iranian Journal of Fuzzy Systems 2015 12 na Print ISSN1735-0654 Online ISSN2676-4334 na |
| 7 |
Maximal and Frattini L-subgroups of an L-group Corresponding I. Jahan, A. Manas Journal of Intelligent and Fuzzy Systems 2020 39 3995-4007 1064-1246 (print) 1875-8967 (online) na |
| 8 |
Solvability, supersolvability and Schreier refinement theorem for L-subgroupsCorresponding N. Ajmal, I. Jahan and B. Davvaz Fuzzy Information and Engineering 2021 13 470-496 1616-8658 (Print) 1616-8666 (Online) na |
| 9 |
Normal Closure of an L-subgroup of an L-groupCorresponding N. Ajmal and I. Jahan The Journal of Fuzzy Mathematics 2014 22 115-126 1066-8950 (print) na |
| 10 |
Nilpotency and theory of L-subgroups of an L-groupCorresponding N. Ajmal and I. Jahan Fuzzy Information and Engineering 2014 3 1-17 1616-8658 (Print) 1616-8666 (Online) na |
| 11 |
An L-point characterization of normality and normalizer of an L-subgroup of an L-group Corresponding N. Ajmal, I. Jahan Fuzzy Information and Engineering 2014 6 147-166 1616-8658 (Print) 1616-8666 (Online) na |
| 12 |
A study of normal fuzzy subgroups and characteristic fuzzy subgroups of a fuzzy groupCo-author N. Ajmal and I.Jahan Fuzzy Information and Engineering 2012 2 123-143 1616-8658 (Print) 1616-8666 (Online) na |
| 13 |
The lattice of L-ideals of a ring is modular Sole I. Jahan Fuzzy Sets and Systems 2012 199 121-129 0165-0114 na |
| 14 |
Normal fuzzy subgroups and characteristic fuzzy subgroups of a fuzzy group and their lattices Sole I. Jahan The Journal of Fuzzy Mathematics 2011 19 503-512 1066-8950 (print) na |
| 15 |
Embedding of the Lattice of Ideals of a ring into its lattice of fuzzy ideals Sole I. Jahan Iranian Journal of Fuzzy Systems 2009 6 65-71 1735-0654 (print) 2676-4334 (online) na |
| 16 |
Modularity of Ajmal for the lattices of fuzzy ideals of a ringSole I. Jahan Iraninan Journal of Fuzzy Systems 2008 5 71-78 1735-0654 (print) 2676-4334 (online) na |
