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Edge bond orders, calculated

The average edge bond order for a particular closo species can be calculated by dividing the total number of skeletal bond pairs ( 4- 1) by the number of edges, which, for exclusively triangular-faced poly-hedra with n vertices, is (3 — 6). This leads directly to the formal boron-boron bond order for those borane anions (ITU) and... [Pg.43]

Calculated Charge Distributions and Edge Bond Orders... [Pg.102]

Therefore, the ith edge degree calculated on the weighted edge adjacency matrix is the sum of the bond orders associated with all e, bonds adjacent to the / th edge ... [Pg.127]

Bond multiplicity is taken into account by augmenting the edge distance matrix with a supplementary column and row where the elements are conventional bond orders, therefore obtaining an edge distance matrix for multigraphs [Bonchev, 1983]. All the local vertex invariants and molecular descriptors defined above can also be calculated on this matrix. [Pg.130]

The weight tvy, is calculated by multiplying the conventional bond order Ji of all m edges (bonds) of the path ""p/y ... [Pg.228]

The J index for multigraphs is calculated by the distance sums of the multigraph distance matrix D where the distances are obtained by weighting each edge with the reciprocal of its conventional bond order (—> relative topological distance) ... [Pg.40]

The bond order-weighted edge adjacency matrix "E is obtained for weighted graphs whose edges are weighted by the foond order tt calculated by computational chemistry methods on... [Pg.244]

As shown in Fig. 3, the calculation for the large-U case allo ws a satisfactory fit of both the conductivity and the reflectance spectra. Note that the plasma edge in reflectance, the conductivity levels in the infrared, and the e-mv structure are simultaneously fitted to a reasonable level of accuracy, although further refinement of the parameter values is still possible. The parameters used are collected in Table 1. The corresponding picture of the electronic structure exhibits a total bandwidth of 1 eV, with a small gap of amplitude 2 A, = 66 meV, associated with a bond-order wave. The gap opens at the Fermi surface, which is shifted... [Pg.134]


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See also in sourсe #XX -- [ Pg.102 , Pg.103 ]




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