1988
DOI: 10.1021/ci00058a004
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Search for useful graph theoretical invariants of molecular structure

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Cited by 70 publications
(41 citation statements)
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“…we used the second approach. For this, the molar refractivity partition index MR D P for dipeptides was calculated by Equation based on Randic‐type graph‐theoretical invariant: MRDP=Σδνiδνj121.25emij where δ (v i ) is the atomic refractivity value of the v i atom bonded to v j atom with atomic refractivity value δ ( v j ). For atom bonded with hydrogen, the δ ( v ) value was calculated as sum of atomic refractivity values of this atom and corresponding number of hydrogen atoms.…”
Section: Resultsmentioning
confidence: 99%
“…we used the second approach. For this, the molar refractivity partition index MR D P for dipeptides was calculated by Equation based on Randic‐type graph‐theoretical invariant: MRDP=Σδνiδνj121.25emij where δ (v i ) is the atomic refractivity value of the v i atom bonded to v j atom with atomic refractivity value δ ( v j ). For atom bonded with hydrogen, the δ ( v ) value was calculated as sum of atomic refractivity values of this atom and corresponding number of hydrogen atoms.…”
Section: Resultsmentioning
confidence: 99%
“…The simple and valence connectivity indices defined and developed by Randic [34,35,[37][38][39], Kier [40][41][42] and Hall [43,44] are used in this work which can be expressed by the following equation. where m is the order of the connectivity index; k denotes a contiguous path type of fragment, which is divided into paths (P), clusters (C), etc; p denotes which type connectivity index is(simple, valence or other type); n m is the number of the relevant paths; δ i p is the connectivity index.…”
Section: Methodsmentioning
confidence: 99%
“…This feature was proposed some time ago [16,17] as a novel approach for the characterization of heteroatoms in chemical structures. The search for optimized molecular descriptors has been outline in QSAR [18][19][20][21], but apparently hay not yet received due attention. The first task when considering optimization of molecular descriptors is to find a generalized form for the descriptor that allows introduction of variables to be optimized.…”
Section: Topological Descriptorsmentioning
confidence: 99%