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The Electropy Index

FHaya et al. 89) introduced an information index e, called electropy, based on the assumption that the molecule forms a finite space which is divided into several partial bond spaces according to the electronic pairings in the molecule. The electropy, e, is viewed as a measure of the degree of freedom of choice for electrons in occupying different partial spaces in during the process of molecular formation. [Pg.49]

The calculation of electropy is carried out according to the equation of information theory 73) used in cases of equal probabilities of the possible events P0 and [Pg.49]

A correction term to electropy is introduced which takes into account the effect of steric hindrance between adjacent methyl groups connected to the t-th carbon atom  [Pg.49]

The combination of the electronic and topological factors within this approach yields high correlations with thermodynamic properties of molecules. [Pg.49]

Through the I Haya electropy was meant as an electronic information index, it is essentially topological in nature, but takes also into account electronic and steric factors through the intermediacy of topology. [Pg.50]


The electropy index may be viewed as a measure of the degree of freedom for electrons to occupy different subspaces during the process of molecular formation. [Pg.159]

Mekenyan, O., Bonchev, D., Sabljic, A. and Trinajstic, N. (1987). Applications of Topological Indices to QSAR. The Use of the Balaban Index and the Electropy Index for Correlations with Toxicity of Ethers on Mice. Acta Pharm.Jugosl.,37,75-86. [Pg.615]

Information-theoretic indices, including the Shannon index, the chromatic information index, the orbital information index, the topological information superindex, the electropy index, and the Merrifield and Sinmions indices [13,14]. [Pg.73]


See other pages where The Electropy Index is mentioned: [Pg.49]    [Pg.283]    [Pg.743]    [Pg.49]    [Pg.283]    [Pg.743]   


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Electropy index

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