Proceedings of the International School of Physics "Enrico Fermi.", Volume 36N. Zanichelli, 1953 - Nuclear physics |
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Page 367
... consider all the linearly independent orbit structures , allowing the orbit indices r , s , to range over all the orbits which are found among the states . Suppose that we are now able to construct the various moment matrices ( 8.2 ) ...
... consider all the linearly independent orbit structures , allowing the orbit indices r , s , to range over all the orbits which are found among the states . Suppose that we are now able to construct the various moment matrices ( 8.2 ) ...
Page 369
... consider only couplings in which the total number has the definite value of interest . Besides that we may , and often do , wish to restrict the possible numbers in various shells ; it is easy to arrange this . i The formal equations ...
... consider only couplings in which the total number has the definite value of interest . Besides that we may , and often do , wish to restrict the possible numbers in various shells ; it is easy to arrange this . i The formal equations ...
Page 370
... consider the coupling of a numbered particle ( no . ( n ) ) to an antisymmetrized ( n − 1 ) -particle basis function . The result is not antisymmetric in all particles and as a consequence the ( n ) -particle vector space formed in ...
... consider the coupling of a numbered particle ( no . ( n ) ) to an antisymmetrized ( n − 1 ) -particle basis function . The result is not antisymmetric in all particles and as a consequence the ( n ) -particle vector space formed in ...
Contents
Gruppo fotografico dei partecipanti al Corso | 1 |
F VILLARS Rotational states and general theory of collective | 10 |
Introduction | 13 |
Copyright | |
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a-clusters amplitude angular momentum antisymmetrized approximation calculations closed shell closed-shell coefficients commutation configurations consider corresponding coupling defined deformed denotes density matrix diagonal diagrams effective field eigenfunctions eigenstates eigenvalue equation example excitation expansion experimental expression external field Fermi level formalism given gives graphs Green's function ground-state Hamiltonian Hartree-Fock hole integral isospin isotopes matrix elements method multipole neutron Nucl nuclear nuclei nucleons number of particles obtain occupation numbers one-body operator orbit orthogonal P₁ pairing force parameters parity particle-hole pair perturbation Phys potential properties protons quadrupole quantity quantum number quasi-particle Rendiconti S.I.F. representation residual interaction rotational scalar Sect secular problem self-consistent shell-model simple Slater determinants solution space spherical spin sum rules symmetry t₁ tensor theory transformation transition rates two-body unperturbed vacuum values vector wave functions zero