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Imbalance, compensation, and rigidity in brain functional connectivity and microstates among older adults with cognitive impairment. [PDF]
Ding F +9 more
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Association between processing speed and segregation/integration of large-scale functional networks in middle-aged and older people living with HIV. [PDF]
Diaz MM +5 more
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Correction for Richter and Schneidman, Building the connectome of a small brain with a simple stochastic developmental generative model. [PDF]
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The connectivity index 25 years after
Journal of Molecular Graphics and Modelling, 2001We review the developments following introduction of the connectivity indices as molecular descriptors in multiple linear regression analysis (MLRA) for structure-property-activity studies. We end the review with discussion of results obtained with applications of the variable connectivity index.
Milan Randić
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Journal of Mathematical Chemistry, 2009
We present a novel connectivity index for (molecular) graphs, called sum-connectivity index and give several basic properties for this index, especially lower and upper bounds in terms of graph (structural) invariants. It appears that this and the original Randić connectivity index that we call product- connectivity index are highly intercorrelated ...
Zhou, Bo, Trinajstić, Nenad
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We present a novel connectivity index for (molecular) graphs, called sum-connectivity index and give several basic properties for this index, especially lower and upper bounds in terms of graph (structural) invariants. It appears that this and the original Randić connectivity index that we call product- connectivity index are highly intercorrelated ...
Zhou, Bo, Trinajstić, Nenad
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On Connected Graphs Having the Maximum Connective Eccentricity Index
Journal of Applied Mathematics and Computing, 2021The connective eccentricity index (CEI) of a connected graph G is defined as $$\xi ^{ee}(G)=\sum _{u\in V_G}[d_G(u)/\varepsilon _G(u)]$$ , where $$d_G(u)$$ and
Shahid Zaman, Akbar Ali
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