Multiphonon theory: Generalized Wick's theorem and recursion formulas
- 1 December 1982
- journal article
- research article
- Published by American Physical Society (APS) in Physical Review C
- Vol. 26 (6) , 2640-2653
- https://doi.org/10.1103/physrevc.26.2640
Abstract
Overlaps and matrix elements of one- and two-body operators are calculated in a space spanned by multiphonons of different types taking the Pauli principle properly into account. Two methods are developed: a generalized Wick's theorem dealing with new contractions and recursion formulas well suited for numerical applications.Keywords
This publication has 8 references indexed in Scilit:
- Anharmonicities in vibrational spectra of deformed nuclei discussed in a simple modelNuclear Physics A, 1980
- The Nuclear Many-Body ProblemPublished by Springer Nature ,1980
- MultiphononKπ=0+states in even-even deformed nuclei. III. Comparison with boson expansions in a realistic casePhysical Review C, 1979
- MultiphononKπ=0+states in even-even deformed nuclei. II. Calculation of matrix elements of a general HamiltonianPhysical Review C, 1978
- MultiphononKπ=0+states in even-even deformed nuclei. I. Calculation of the normsPhysical Review C, 1977
- On the "Anharmonic Effects" on the Collective Oscillation in Spherical Even Nuclei. IIProgress of Theoretical Physics, 1964
- On the “Anharmonic Effects” on the Collective Oscillations in Spherical Even Nuclei. IProgress of Theoretical Physics, 1964
- Anharmonic effects of quadrupole oscillations of spherical nucleiNuclear Physics, 1962