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Product of the Generalized L-Subgroups


Affiliations
1 Department of Mathematics, Namik Kemal University, 59000 Tekirdag, Turkey
2 Department of Mathematics, Namik Kemal University, 59000 Tekirdag
 

We introduce the notion of (λ, μ)-product of L-subsets. We give a necessary and sufficient condition for (λ, μ)-L-subgroup of a product of groups to be (λ, μ)-product of (λ, μ)-L-subgroups.
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  • Product of the Generalized L-Subgroups

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Authors

Dilek Bayrak
Department of Mathematics, Namik Kemal University, 59000 Tekirdag, Turkey
Sultan Yamak
Department of Mathematics, Namik Kemal University, 59000 Tekirdag

Abstract


We introduce the notion of (λ, μ)-product of L-subsets. We give a necessary and sufficient condition for (λ, μ)-L-subgroup of a product of groups to be (λ, μ)-product of (λ, μ)-L-subgroups.