Ivanduc, O., Balahan, A. T. Graph theory in chemistry. In The Encyclopedia of Computational Chemistry, Schleyer, [Pg.106]

R.B. Mallion, N. Trinajstid, and A.J. Schwenk, Graph theory in chemistry. Generalization of Sachs formula, Z. Naturforsch. 29a (1974b) 1481-1484. [Pg.48]

Balaban, A.T. (1985a) Applications of graph theory in chemistry./. Chem. Inf. Comput. Set, 25, 334-343. [Pg.980]

Reports and Reviews of the Microsymposium Graph Theory in Chemistry Match 1, Hrsg. A.T. Baiaban, A. Dreiding, A. Kerber, O.E. Polansky Mulheim/Ruhr (1975). [Pg.151]

Let us explain one of the most efficient applications of graph theory in chemistry. A steady-state kinetic model for intermediate j can be represented by the following equation [Pg.62]

See Canonical Numbering and Constitutional Symmetry and Graph Theory in Chemistry. [Pg.1169]

In Table 11, we provide a compilation of books in the rapidly expanding field of computer-aided molecular design and also books on QSAR. Finally, Table 12 lists books on the narrow, well-defined topic of graph theory in chemistry. [Pg.261]

A. Graovac, O.E. Polansky, N. Trinajstic, and N. Tyutyulkov, Graph theory in chemistry. II. Graph-theoretical description of heteroconjugated molecules, Z. Naturforsch. 30a [Pg.45]

Canonical Numbering and Constitutional Symmetry Combinatorial Chemistry De Novo Ligand Design Diversity of Chemical Libraries Graph Theory in Chemistry Symmetry in Chemistry. [Pg.430]

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