| MEP: A tool for interpretation and prediction. From molecular structure to solvation effects | |
| 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 | |
| Molecular electrostatic potentials from density functional theory | |
| 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 | |
| The use of electrostatic potential fields in QSAR and QSPR | |
| QSAR and QSPR | |
| EPndash;based 3D QSAR/QSPR approaches | |
| Conclusions | |
| Generalization of the molecular electrostatic potential for the study of noncovalent interactions | |
| Introduction of environment effects in the MEP | |
| Introduction of nonndash;electrostatic energy terms in the MEP | |
| Future directions | |
| Molecular recognition via electrostatic potential topography | |
| Models for weak intermolecular interactions | |
| Topography of molecular scalar fields | |
| Topographyndash;based molecular interaction model | |
| Concluding remarks | |
| Molecular electrostatic potentials and fields: hydrogen bonding, recognition, reactivity and modelling | |
| Definitions and methods | |
| Charge distribution | |
| Representation of MEP and MEF | |
| Reactivity, hydrogen bonding and other properties | |
| Recognition and modelling | |
| Molecular electrostatic potentials for large systems | |
| Reactivity concepts | |
| Calculation of cumulative atomic multipole moments in SINDO1 | |
| Calculation of the MESP with SINDO1 | |
| The molecular surface | |
| Silicon clusters | |
| Solid silicon | |
| Conclusions | |
| Protein electrostatics | |
| Methodology | |
| Applications | |
| Conclusions | |
| The Lorentzndash;Debyendash;Sack theory and dielectric screening of electrostatic effects in proteins and nucleic acids | |
| Lorentzndash;Debyendash;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 | |
| Modelling intrinsic basicities: the use of the electrostatic potentials and the atomsndash;inndash;molecules theory | |
| Computational details. Carbonyl vs. thiocarbonyl compounds | |
| Threendash;membered rings | |
| Concluding remarks | |
| Computed electrostatic potentials in molecules, clusters, solids and biosystems containing transition metals | |
| Lattice energy and clusterndash;lattice iteraction in ionic crystals | |
| Electrostatic potentials as a reactivity index for complex ions and molecules | |
| Polar molecules in solution | |
| Experimental electrostatic potentials | |
| Conclusion | |
| Studies on the molecular electrostatic potential inside the microporous material and its relevance to their catalytic activity | |
| Methodology | |
| Applications | |
| Conclusions | |
| Xndash;ray diffraction and the potential distribution in crystals | |
| Basic theory | |
| Multipole analysis | |
| Partitioning | |
| Data collection | |
| Results | |
| Comparison with theory | |
| Molecular electrostatic potentials vs | |
| DFT descriptors of reactivity | |
| D | |
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