Let ν be a variety of groups defined by a set V of laws. Then the verbal subgroup and the marginal subgroup of a group G associated with the variety are denoted by V (G) and V∗(G), respectively. Let (N, G) be a pair of groups in which N is a normal subgroup of G. In the paper, we study the lower and upper ν-marginal series of the pair (N, G) and prove some properties of isologism of pairs of groups.
Arabyani, H. (2022). Some Results on Isologism of Pairs of Groups. Global Analysis and Discrete Mathematics, 7(2), 209-217. doi: 10.22128/gadm.2022.623.1080
MLA
Homayoon Arabyani. "Some Results on Isologism of Pairs of Groups". Global Analysis and Discrete Mathematics, 7, 2, 2022, 209-217. doi: 10.22128/gadm.2022.623.1080
HARVARD
Arabyani, H. (2022). 'Some Results on Isologism of Pairs of Groups', Global Analysis and Discrete Mathematics, 7(2), pp. 209-217. doi: 10.22128/gadm.2022.623.1080
VANCOUVER
Arabyani, H. Some Results on Isologism of Pairs of Groups. Global Analysis and Discrete Mathematics, 2022; 7(2): 209-217. doi: 10.22128/gadm.2022.623.1080
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