1st Edition

Chemical Group Theory Techniques and Applications

By D. Bonchev, D. H. Rouvray Copyright 1996
    258 Pages
    by Routledge

    The title of this series, Mathematical Chemistry, was chosen to reflect as accurately as possible the proposed contents. The term ‘mathematical chemistry’ was coined in the early 1980s to designate the field that concerns itself with the novel and nontrivial application of mathematics to chemistry. Following the usual practice in this area, we shall interpret chemistry very broadly to include not only the traditional disciplines of inorganic, organic and physical chemistry but also their hybrid offspring such as chemical physics and biochemistry. It is anticipated that each of the volumes in our series will contain five to six separate chapters, each of which will be authored by a leading expert in the respective field.

    1. ALGEBRAIC TECHNIQUES FOR GROUP THEORY 2. COMBINATORICS AND SPECTROSCOPY 3. SYMMETRY DERIVED METHODS FOR OBTAINING THE SPECTRA OF CHEMICALLY SIGNIFICANT GRAPHS 4. THE USE OF GROUP THEORY IN THE STUDY OF NON-RIGID MOLECULES 5. DYNAMIC SHAPE GROUP THEORY OF MOLECULAR NUCLEAR POTENTIALS 6. GROUP THEORY AND THE GLOBAL FUNCTIONAL SHAPES FOR MOLECULAR POTENTIAL ENERGY SURFACES

    Biography

    Danail Bonchev, Department of Physical Chemistry, Higher Institute of Chemical Technology, Burgas, Bulgaria Dennis H. Rouvray, Department of Chemistry, University of Georgia, Athens, Georgia, USA