Density matrix renormalization group and wave function factorization for nuclei(DMRG and (continuum) shell model YITP Workshop on New Developments in Nuclear Self-Consistent Mean-Field Theories (MF05))

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概要

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• Structure calculations of ground states and excited states of atomic nuclei usually involve very large configuration spaces, and it thus becomes important to determine the most relevant configurations. The density matrix renormalization group and the wave function factorization are two related approximation methods that significantly truncate the configuration space of the nuclear shell model while keeping a very small truncation error.

• 素粒子論グループ 素粒子研究編集部の論文
• 2005-11-20

著者

• Papenbrock Thomas

  Department Of Physics & Astronomy University Of Tennessee:physics Division Oak Ridge National La

関連論文

• Density matrix renormalization group and wave function factorization for nuclei(DMRG and (continuum) shell model YITP Workshop on New Developments in Nuclear Self-Consistent Mean-Field Theories (MF05))

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