| Authors: | Milivojević Danas, Milica Maksimović, Zoran Kratica, Jozef Savić, Aleksandar |
Affiliations: | Mathematical Institute of the Serbian Academy of Sciences and Arts | Title: | Mixed metric dimension of complete split graphs | First page: | 101 | Last page: | 104 | Conference: | XLVII SYMOPIS conference, Beograd, 20-23 septembar 2020 | Issue Date: | 2020 | Rank: | M63 | ISBN: | 978-86-7395-429-5 | URL: | https://symopis.sf.bg.ac.rs/download/Zbornik%20SYMOPIS%202020.pdf | Abstract: | In this paper we study the mixed metric dimension which is recently introduced graph invariant. The properties of the mixed metric basis and the mixed metric dimension of a class of graphs, named complete split graphs K∗k,n−k, is studied in this paper. It is stated and proved formula for the exact value of mixed metric dimension forK∗k,n−k. In a general situation, the exact value of mixed metric dimension for K∗k,n−k is equal to its order. |
Keywords: | mixed metric dimension | complete split graph | graph theory | discrete mathematics |
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