Monographies and reviews on the KKR-GF and related methods
Monographies
I. Mertig, E. Mrosan and P. Ziesche
Mutliple Scattering Theory of Point Defects in Metals: Electronic Properties
Teubner, Berlin (1987).
P. Weinberger
Electron Scattering Theory for Ordered and Disordered Matter
Oxford University Press, Oxford (1990).
A. Gonis
Green functions for ordered and disordered systems
North-Holland, Amsterdam (1992).
I. Turek, V. Drchal, J. Kudrnovský, M. Sob and P. Weinberger
Electronic structure of disordered alloys, surfaces and interfaces
Kluwer Academic Publ., Boston (1997).
A. Gonis and W. H. Butler
Multiple scattering in solids
Graduate Texts in Contemporary Physics Springer, Berlin (1999).
Electron Scattering in Solid Matter
J. Zabloudil, R. Hammerling, L. Szunyogh and P. Weinberger
volume 147, from: A Theoretical and Computational Treatise of Springer Series in Solid-state Sciences, Springer, Berlin (2005).
Multiple scattering study of itinerant electrons in disordered magnetic solids
by Stanisaw Kaprzyk
published 1985, Akademia Gorniczo-Hutnicza im. S. Staszica w Krakowie (Krakow)
Reviews in Proceedings and Journals
Calculating condensed matter properties using the KKR-Green's function method - recent developments and applications
H. Ebert, D. Ködderitzsch and J. Minár
Rep. Prog. Phys., 2011, 74, 096501
Recent Developments in KKR Theory
H. Ebert, S. Bornemann, J. Braun, D. Ködderitzsch, S. Lowitzer, S. Mankovskyy, J. Minár, M. Offenberger, S. Polesya, and V. Popescu
Scientific Highlight in Psi-k Network Newsletter No. 97, 2010
Electrons in Finite and Infinite Structures
B. L. Györffy and G. M. Stocks
p. 144, Plenum Press, New York (1977).
Electronic States in Random Substitutional Alloys: the CPA and beyond
B. L. Gyorffy and G. M. Stocks
volume 42, 89, Plenum, New York (1979).
The modern theory of alloys
J. S. Faulkner
Prog. Mater. Sci. 27, 3 (1982).
The electronic structure of complex systems
G. M. Stocks and H. Winter
p. 463, Plenum Press, New York (1984).
Calculating the electronic structure of random alloys with the KKR-CPA method
W. M. Temmerman and Z. Szotek
Computer Physics Reports 5(4), 173 (1987).
Band Structure Methods
R. Zeller
in: Topics in Applied Physics, editors: J. C. Fuggle and J. E. Inglesfield, volume 69, p. 25, Springer, Berlin (1991).
Fully relativistic band structure calculations for magnetic solids - Formalism and Application
H. Ebert
in: Electronic Structure and Physical Properties of Solids, editor: H. Dreyssé, volume 535, from: Lecture Notes in Physics, p. 191, Springer, Berlin (2000).
Conceptual improvements of the KKR method
N. Papanilolaou, R. Zeller and P. H. Dederichs
J. Phys.: Condensed Matter 14, 2799 (2002).
The Korringa-Kohn-Rostoker (KKR) Green Function Method I. Electronic Structure of Periodic Systems
P. Mavropoulos and N. Papanikolaou
in: Computational Nanoscience: Do It Yourself! NIC Series, volume 31, p. 131, NIC, Jülich (2006).
The Korringa-Kohn-Rostoker (KKR) Green Function Method II. Impurities and Clusters in the Bulk and on Surfaces
P. H. Dederichs, S. Lounis and R. Zeller
in: Computational Nanoscience: Do It Yourself! NIC Series, volume 31, p. 279, NIC, Jülich (2006).
Multiple-scattering approach with complex potential in the interpretation of electron and photon spectroscopies
D. Sébilleau, R. Gunnella, Z. -Y. Wu, S. Di Matteo and C. R. Natoli
J. Phys.: Condens. Matter 18 R175-R230 (2006)