Table of Contents

1. MEP: A tool for interpretation and prediction. From molecular structure to solvation effects (J. Tomasi, B. Mennucci, R. Cammi). Thirty years ago: the evolution of chemical quantum theory. The molecular electrostatic potential as an interpretative tool for intermolecular interactions. Intermolecular energy: a full decomposition at HF level. Molecular electrostatics and semiclassical approximation in solvation effects. 2. Molecular electrostatic potentials from density functional theory (A.M. Köster, M. Lebouf, D.R. Salahub). Calculation of electrostatic observables. Simplified analytic expressions for the molecular electrostatic potential. Critical points of the molecular electrostatic potential. Evolution of the molecular electrostatic potential during chemical reactions. Conclusion. 3. The use of electrostatic potential fields in QSAR and QSPR (C.M. Breneman, M. Martinov). QSAR and QSPR. EP–based 3D QSAR/QSPR approaches. Conclusions. 4. Generalization of the molecular electrostatic potential for the study of noncovalent interactions (M. Orozco, F.J. Luque). Introduction of environment effects in the MEP. Introduction of non–electrostatic energy terms in the MEP. Future directions. 5. Molecular recognition via electrostatic potential topography (S.R. Gadre et al.. Models for weak intermolecular interactions. Topography of molecular scalar fields. Topography–based molecular interaction model. Concluding remarks. 6. Molecular electrostatic potentials and fields: hydrogen bonding, recognition, reactivity and modelling (P.C. Mishra, A. Kumar). Definitions and methods. Charge distribution. Representation of MEP and MEF. Reactivity, hydrogen bonding and other properties. Recognition and modelling. 7. Molecular electrostatic potentials for large systems (M. Krack, K. Jug). Reactivity concepts. Calculation of cumulative atomic multipole moments in SINDO1. Calculation of the MESP with SINDO1. The molecular surface. Silicon clusters. Solid silicon. Conclusions. 8. Protein electrostatics (G. Náray–Szabó). Methodology. Applications. Conclusions. 9. The Lorentz–Debye–Sack theory and dielectric screening of electrostatic effects in proteins and nucleic acids (E.L. Mehler). Lorentz–Debye–Sack theory of polar molecules and radial permittivity profiles. Electrostatic screening in macromolecular systems. Application of electrostatic screening to the calculation of equilibrium properties. Electrostatic screening in molecular dynamics and Monte Carlo simulations. Conclusions. 10. Modelling intrinsic basicities: the use of the electrostatic potentials and the atoms–in–molecules theory (M. Alcamí, O. Mó and M. Yáñez). Computational details. Carbonyl vs. thiocarbonyl compounds. Three–membered rings. Concluding remarks. 11. Computed electrostatic potentials in molecules, clusters, solids and biosystems containing transition metals (M. Bénard). Lattice energy and cluster–lattice iteraction in ionic crystals. Electrostatic potentials as a reactivity index for complex ions and molecules. Polar molecules in solution. Experimental electrostatic potentials. Conclusion. 12. Studies on the molecular electrostatic potential inside the microporous material and its relevance to their catalytic activity (R. Vetrivel et al.. Methodology. Applications. Conclusions. 13. X–ray diffraction and the potential distribution in crystals (D. Feil). Basic theory. Multipole analysis. Partitioning. Data collection. Results. Comparison with theory. 14. Molecular electrostatic potentials vs. DFT descriptors of reactivity (P. Geerlings et al.. DFT–based reactivity descriptors: conceptual and methodological issues. Results and discussion. Conclusion. 15. Electrostatic potential, bond density and bond order in molecules and clusters (N.H. March). Electrostatic potential at the nucleus of a neutral atom related to the electronic correlation energies of atomic ions. Chemical potential and bond mid–point properties. Cluster properties. Dissociation of doubly–charged clusters: study of supermolecular ions (Na20+)2 and (K20+)2. Bond density and chemical network model. Correlation energy and electron density. 16. Relationships of electrostatic potentials to intrinsic molecular properties (P. Politzer, J.S. Murray). Atomic and molecular energies as functions of electrostatic potentials at nuclei. Electrostatic potentials and chemical potentials. Topographical analyses. Lattice energies and ionic radii. Covalent radii and bond dissociation energies. Electronic densities and electrostatic potentials.