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The N-representability problem, the pseudo-spectral decomposition of antisymmetric 1-body operators, and collective behaviour

机译:N可表示性问题,反对称1体算子的伪谱分解和集体行为

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摘要

The pseudo-spectral decomposition of an N-particle antisymmetric 1-body positive-semidefinite operator that corresponds to the canonical convex decomposition into the extreme elements of the dual cone of the set of fermion N-representable 1-density operators has been derived. An attempt at constructing a mathematical model for collective behaviour of a system of N fermions that originates from the pseudo-spectral decomposition is presented.
机译:推导了对应于标准的凸分解为费米子N可表示的1密度算子集的双锥极端元素的N粒子反对称1体正半定算子的伪谱分解。提出了一种尝试建立由伪谱分解产生的N个费米子系统的集体行为的数学模型的尝试。

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