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hamburgminicourse2017:why_hilbert_space [2017/04/03 09:08] markushamburgminicourse2017:why_hilbert_space [2017/04/03 16:11] (current) markus
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-The isomorphy holds on the level of //state spaces// but not on the level of //configuration spaces//, e.g. $\mathbb{R}^3$ and $\mathbb{N}$ (the numbering of orbitals). This explains the focus of QM on the Hilbert space (state space) instead of configuration space.+The isomorphy holds on the level of //state spaces// but not on the level of //configuration spaces//, e.g. $\Omega=\mathbb{R}^3$ and $\mathbb{N}$ (the numbering of orbitals). This explains the focus of QM on the Hilbert space (state space) instead of configuration space.
  
  >> [[Why self-adjoint operators]]?  >> [[Why self-adjoint operators]]?
hamburgminicourse2017/why_hilbert_space.1491203280.txt.gz · Last modified: 2017/04/03 09:08 by markus

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