Publication | Open Access
Time-Dependent Hartree-Fock Method and Its Extension
44
Citations
0
References
1987
Year
However, their theory is, in certain sense, kinematical, because the collective motion is given a priori. In this problem, there exist the following three points to be solved dynamically: 1) to determine the microscopic structure of collective motion, which may be a superposition of each particle motion, in relation to the dynamics under consideration, 2) to determine the independent-particle motions which should be "orthogonal" to the collective motion and 3) to give the coupling between these two types of motions. Needless to say, the above three points are not independent of each other, but mutually correlated. If we succeed in giving solutions for the above questions, the challenging to this problem finishes.