Occupation numbers in Self Consistent RPA

J. Dukelsky, Jorge G. Hirsch, P. Schuck

Type: Article

Publication Date: 2000-02-01

Citations: 5

DOI: https://doi.org/10.1007/s100500050376

View Chat PDF

Locations

The European Physical Journal A - View
arXiv (Cornell University) - View - PDF
DataCite API - View

Similar Works

Action	Title	Year	Authors
+ PDF Chat	Self-consistent RPA based on a many-body vacuum	2011	Mohsen Jemaï P. Schuck
+	Occupation number representation with localized one particle functions	1963	S. Großmann
+ PDF Chat	A consistent approximation scheme beyond RPA for bosons	2003	D. Davesne Micaela Oertel H. Hansen
+	Statistical physics as an approximate method in quantum mechanics of many particle systems in the occupation number representation	1989	A. N. Kushnirenko
+ PDF Chat	Self-consistent quasi-particle model	2010	Vishnu M. Bannur
+	Semiclassical_Density_In_Lattice.m	2018	Peter Mitra Brown
+	Radiative transitions on the lattice	2006	Jo Dudek
+	Non-abelian Density Functional Theory	1996	G. Rosensteel
+ PDF Chat	Occupation numbers in a quantum canonical ensemble: A projection operator approach	2018	Wim Magnus F. Brosens
+ PDF Chat	Yukawa model on a lattice: Two-body states	2007	F. De Soto J. Carbonell C. Roiesnel Ph. Boucaud J. P. Leroy O. Pène
+	Occupation Probability Scaling in DLA	1986	Leonid A. Turkevich
+ PDF Chat	Density-Matrix Renormalization	1999	Ingo Peschel Xiaoqun Want Matthias Kaulke K. Hallberg
+ PDF Chat	Random phase approximation in projected oscillator orbitals	2018	Bastien Mussard
+ PDF Chat	Results from a study of the Nambu-Jona-Lasinio model on the lattice	1994	Khalil M. Bitar Pavlos Vranas
+ PDF Chat	Self-consistent random phase approximation within the O(5) model and Fermi transitions	1998	F. Krmpotić E. J. V. de Passos D. S. Delion J. Dukelsky P. Schuck
+	Numerical Calculation with Lattice Fermions	1984	Pietro Rossi
+ PDF Chat	Fixed scale approach to the equation of state on the lattice	2009	K. Kanaya T. Umeda Sinya Aoki Shinji Ejiri Tetsuo Hatsuda N. Ishii Y. Maezawa H. Ohno
+	Lattice fermions	2018
+ PDF Chat	How do fermions behave on a random lattice?	1993	C.J. Griffin Tien D. Kieu
+ PDF Chat	Reduced Density Matrix of Permutational Invariant Many-body Systems	2010	Mario Salerno Vladislav Popkov

Cited by (4)

Action	Title	Year	Authors
+ PDF Chat	Scalar ground-state observables in the random phase approximation	2002	Calvin Johnson Ionel Stetcu
+ PDF Chat	Fully Self-Consistent RPA Description of the Many Level Pairing Model	2002	Jorge G. Hirsch A. Mariano J. Dukelsky Peter Schuck
+ PDF Chat	Pair fluctuations in ultra-small Fermi systems within self-consistent RPA at finite temperature	2003	A. N. Storozhenko P. Schuck J. Dukelsky G. Röpke A.I. Vdovin
+ PDF Chat	Combining symmetry breaking and restoration with configuration interaction: Extension to <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML"><mml:mi>z</mml:mi></mml:math> -signature symmetry in the case of the Lipkin model	2018	Julien Ripoche T. Duguet J.-P. Ebran Denis Lacroix

Citing (1)

Action	Title	Year	Authors
+	Theory of Finite Fermi Systems and Applications to Atomic Nuclei	1968	A.B. Migdal S. A. Moszkowski