Layanan journal yang disediakan oleh Perpustakaan Universitas Gunadarma
| Judul Artikel | : | EULERIAN AND HAMILTONIAN PROPERTIES OF GALLAI AND ANTI-GALLAI TOTAL GRAPHS |
|---|---|---|
| Judul Terbitan | : | Journal Of The Indonesian Mathematical Society |
| ISSN | : | 20868952 |
| Bahasa | : | ENG |
| Tempat Terbit | : | Sumedang |
| Tahun | : | 0000 |
| Volume | : | Vol. 21 Issue 2 0000 |
| Penerbit | : | The Indonesian Mathematical Society (IndoMS) |
| Frekuensi Penerbitan | : | |
| Penulis | : | Pravin Garg, Deepa Sinha, Shanu Goyal |
| Abstraksi | : | Let G = (V, E) be a graph. The Gallai total graph IT(G) of G is the graph, where V(IT(G)) = VUE and uv E E(IT(G)) if and only if (i) u and v are adjacent vertices in G. or (ii) u is incident to v or v is incident to u in G, or (iii) u and v are adjacent edges in G which do not span a triangle in G. The anti-Gallai total graph 6.T(G) of G is the graph, where V(6.T(G)) = VuE and uv E E(6.T(G)) if and only if (i) u and v are adjacent vertices in G. or (ii) u is incident to v or v is incident to u in G, or (iii) u and v are adjacent edges in G and lie on a same triangle in G. In this paper, we discuss Eulerian and Hamiltonian properties of Gallai and anti- Gallai total graphs. |
| Kata Kunci | : | Euler graph; Hamiltonian graph; Gallai total graph; anti-Gallai total graph. |
| Lokasi | : | P105 |
| Terakreditasi | : | belum |