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量子N体系统的广义径向方程
  • 期刊名称：原子核物理评论
  • 时间：0
  • 页码：18 (2001)262-266
  • 语言：中文
  • 相关项目：量子少体问题和转动自由度的分离
作者： 马中骐|段斌|顾晓艳|
同期刊论文项目
量子少体问题和转动自由度的分离
期刊论文 30 著作 2
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Separation of rotational degrees of freedom in a quantum three-body problem
Symmetrized wavefunctions in a quantum N-body system
Corelations of spin states for icosahedral double group
Conservation of angular momentum and separation of global rotation in a quantum N-body system
Precise calculation for energy levels of a helium atom in P states
Energy levels in D waves for a helium atom
Energy levels of a positronium negative ion
Independent Eigenstates of angular momentum in a quantum N-body system
Generalized radial equations in a quantum N-body system with non-orthogonal coordinates
Exact solutions with arbitrary permutation symmetry in a three-body harmonic oscillator
Numerical calculation of energies of some excited states in a helium atom
Non-relativistic Levinson's theorem in D dimensions
The hidden symmetry for a quantum system with an infinitely deep square-well potential
The (2 1) Dirac equation with the delta potential
Quantum three-body system in D dimensions
Algebraic approach to the pseudoharmonic oscillator in 2D
Exact solutions to the Dirac equation for a Coulomb potential in D 1 dimensions
A fuzzy-sphere-bimodule ABS construction for obtaining exactsoliton solutions
Non-Commutative algebra of functions of 4-dimensional quantum Hall droplet
用Magnus方法解无阻尼Landau-Lifshitz方程
Interdimensional degeneracies for a quantum three-body system in D dimensions
Exact solutions to the Dirac equation with a Coulomb potential in 2 1 dimensions.
Energies of the ground states of S-wave for a D-dimensional helium atom,
Levinson theorem for the Dirac equation in D 1 dimensions
Interdimensional degeneracies for a quantum isolated four-body system,
Quantum four-body system in D dimensions
Interdimensional degeneracies for a quantum N-body system in D dimensions
Lie-group method of the vorticity equations for two-dimensional incompressible flow
RKMK Method of Solving non-damping LL equations and ferromagnet chain equations