期刊名称:Vojnotehnicki glasnik / Military Technical Courier
印刷版ISSN:0042-8469
电子版ISSN:2217-4753
出版年度:2022
卷号:70
期号:1
页码:13-23
DOI:10.5937/vojtehg70-35584
语种:English
出版社:Ministry of defence of the Republic of Serbia: University of defence in Belgrade
摘要:Introduction/purpose: In the current literature, several dozens of vertexdegree-based (VDB) graph invariants are being studied. To each such invariant, a matrix can be associated. The VDB energy is the energy (= sum of the absolute values of the eigenvalues) of the respective VDB matrix. The paper examines some general properties of the VDB energy of bipartite graphs. Results: Estimates (lower and upper bounds) are established for the VDB energy of bipartite graphs in which there are no cycles of size divisible by 4, in terms of ordinary graph energy. Conclusion: The results of the paper contribute to the spectral theory of VDB matrices, especially to the general theory of VDB energy.