Computational and analytical studies of the Randić index in Erdös–Rényi models
In this work we perform computational and analytical studies of the Randić index R (G) in
Erdös–Rényi models G (n, p) characterized by n vertices connected independently with …
Erdös–Rényi models G (n, p) characterized by n vertices connected independently with …
[PDF][PDF] Computational and analytical studies of the harmonic index in Erdös–Rényi models
CT Martınez-Martınez… - … Math. Comput. Chem, 2021 - e-archivo.uc3m.es
A main topic in the study of topological indices is to find bounds of the indices involving
several parameters and/or other indices. In this paper we perform statistical (numerical) and …
several parameters and/or other indices. In this paper we perform statistical (numerical) and …
Spacing ratio characterization of the spectra of directed random networks
Previous literature on random matrix and network science has traditionally employed
measures derived from nearest-neighbor level spacing distributions to characterize the …
measures derived from nearest-neighbor level spacing distributions to characterize the …
Spacing ratio statistics of multiplex directed networks
Eigenvalues statistics of various many-body systems have been widely studied using the
nearest neighbor spacing distribution under the random matrix theory framework. Here, we …
nearest neighbor spacing distribution under the random matrix theory framework. Here, we …
Blind mesh assessment based on graph spectral entropy and spatial features
Y Lin, M Yu, K Chen, G Jiang, F Chen, Z Peng - Entropy, 2020 - mdpi.com
With the wide applications of three-dimensional (3D) meshes in intelligent manufacturing,
digital animation, virtual reality, digital cities and other fields, more and more processing …
digital animation, virtual reality, digital cities and other fields, more and more processing …
Normal mode analysis of spectra of random networks
Several spectral fluctuation measures of random matrix theory (RMT) have been applied in
the study of spectral properties of networks. However, the calculation of those statistics …
the study of spectral properties of networks. However, the calculation of those statistics …
[HTML][HTML] Spectral and localization properties of random bipartite graphs
Bipartite graphs are often found to represent the connectivity between the components of
many systems such as ecosystems. A bipartite graph is a set of n nodes that is decomposed …
many systems such as ecosystems. A bipartite graph is a set of n nodes that is decomposed …
Stability map** of bipartite tight-binding graphs with losses and gain: PTP T-symmetry and beyond
We consider bipartite tight-binding graphs composed by N nodes split into two sets of equal
size: one set containing nodes with on-site loss, the other set having nodes with on-site gain …
size: one set containing nodes with on-site loss, the other set having nodes with on-site gain …
Stability map** of bipartite tight-binding graphs with losses and gain: symmetry and beyond
We consider bipartite tight-binding graphs composed by $ N $ nodes split into two sets of
equal size: one set containing nodes with on-site loss, the other set having nodes with on …
equal size: one set containing nodes with on-site loss, the other set having nodes with on …
Computational and analytical studies of the Randi\'c index in Erd\" os-R\'{e} nyi models
In this work we perform computational and analytical studies of the Randi\'c index $ R (G) $
in Erd\" os-R\'{e} nyi models $ G (n, p) $ characterized by $ n $ vertices connected …
in Erd\" os-R\'{e} nyi models $ G (n, p) $ characterized by $ n $ vertices connected …