Showing results 78 to 87 of 87
< previous
| Author(s) | Title | Issue Date | Appears in | Rank |
| Cvetković, Dragoš; Simić, Slobodan | Towards a spectral theory of graphs based on the signless Laplacian, I | 29-Jun-2009 | Publications de l'Institut Mathematique; 85(99); 19-33 | M24 |
| Cvetković, Dragoš; Simić, Slobodan | Towards a spectral theory of graphs based on the signless Laplacian, II | 15-Apr-2010 | Linear Algebra and Its Applications; 432(9); 2257-2272 | M22 |
| Cvetković, Dragoš; Simić, Slobodan | Towards a spectral theory of graphs based on the signless Laplacian, III | 1-Apr-2010 | Applicable Analysis and Discrete Mathematics; 4(1); 156-166 | M22 |
| Belardo, Francesco; Li Marzi, Enzo; Simić, Slobodan | Trees with minimal index and diameter at most four | 28-Jun-2010 | Discrete Mathematics; 310(12); 1708-1714 | M22 |
| Anđelić, Milica; Du, Zhibin; da Fonseca, Carlos; Simić, Slobodan | Tridiagonal Matrices and Spectral Properties of Some Graph Classes | 23-Apr-2020 | Czechoslovak Mathematical Journal | M23 |
| Cvetković, Dragoš; Simić, Slobodan ; Caporossi, Gilles; Hansen, Pierre | Variable neighborhood search for extremal graphs 3. On the largest eigenvalue of color-constrained trees | 1-Dec-2001 | Linear and Multilinear Algebra; 49(2); 143-160 | |
| Aouchiche, Mustapha; Bell, Francis; Cvetković, Dragoš; Hansen, Pierre; Rowlinson, Peter; Simić, Slobodan ; Stevanović, Dragan | Variable neighborhood search for extremal graphs. 16. Some conjectures related to the largest eigenvalue of a graph | 16-Dec-2008 | European Journal of Operational Research; 191(3); 661-676 | M21 |
| Anđelić, Milica; Ashraf, Firouzeh; da Fonseca, Carlos; Simić, Slobodan | Vertex types in some lexicographic products of graphs | 2-Nov-2019 | Linear and Multilinear Algebra; 67(11); 2282-2296 | M21 |
| Anđelić, Milica; Ghorbani, Ebrahim; Simić, Slobodan | Vertex types in threshold and chain graphs | 30-Sep-2019 | Discrete Applied Mathematics; 269; 159-168 | M22 |
| Balińska, Krystyna; Simić, Slobodan ; Zwierzyński, Krzysztof | Which non-regular bipartite integral graphs with maximum degree four do not have ±1 as eigenvalues? | 6-Sep-2004 | Discrete Mathematics; 286(1-2); 15-24 | M22 |
