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Electron correlation in molecules and condensed phases

Author: Norman H March
Publisher: New York : Plenum Press, [1996] ©1996
Series: Physics of solids and liquids.
Edition/Format:   eBook : Document : EnglishView all editions and formats
Summary:
This reference describes the latest research on correlation effects in the multicenter problems of atoms, molecules, and solids. The author utilizes first- and second-order matrices, including the important observable electron density rho(r), and the Green function for discussing quantum computer simulations. With its focus on concepts and theories, this volume will benefit experimental physicists, materials  Read more...
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Genre/Form: Electronic books
Additional Physical Format: Print version:
March, Norman H. (Norman Henry), 1927-
Electron correlation in molecules and condensed phases
(DLC) 95004195
(OCoLC)32051506
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: Norman H March
ISBN: 9781489913708 148991370X
OCLC Number: 883381496
Description: 1 online resource (xiv, 395 pages) : illustrations.
Contents: 1. Outline --
2. Electron Density, Density Matrices and Atomic Properties --
3. Homogeneous and Inhomogeneous Electron Assemblies --
4. Localized versus Molecular Orbital Theories of Electrons --
5. Quantum Monte Carlo Calculation of Correlation Energy --
6. Quasiparticles and Collective Excitations (Especially Plasmons) --
7. Metal-Insulator Transitions and the Chemical Bond --
8. Electronic Correlation in Disordered Systems (Especially Liquid Metals) --
9. Magnetically Induced Wigner Solid.
Series Title: Physics of solids and liquids.
Responsibility: N.H. March.
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Abstract:

This book had its origins in lectures presented at EPFL, Lausanne, during two separate visits (the most recent being to IRRMA). In the 'course of this collaboration, he has taught me a great deal,  Read more...

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`This book serves the purpose of introducing the reader to the variety of advanced techniques available to study electron correlations in condensed systems.' d Science

 
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