- Ikonion Journal of Mathematics
- Vol: 4 Issue: 2
- On Vertex-Degree-Based Indices of Monogenic Semigroup Graphs
On Vertex-Degree-Based Indices of Monogenic Semigroup Graphs
Authors : Seda Oğuz Ünal
Pages : 12-20
Doi:10.54286/ikjm.1160312
View : 11 | Download : 5
Publication Date : 2022-12-31
Article Type : Research
Abstract :Albertson and the reduced Sombor indices are vertex-degree-based graph invariants that given in [5] and [18], defined as Alb(G)=\\sum_{uv\\in E(G)}\\left|d_{u}-d_{v}\\right|, SO_{red}(G)=\\sum_{uv\\in E(G)}\\sqrt{(d_{u}-1)^{2}+(d_{v}-1)^{2}}, respectively. In this work we show that a calculation of Albertson and reduced Sombor index which are vertex-degree-based topological indices, over monogenic semigroup graphs.Keywords : Monogenic semigroups, Graphs, Indices