Proper condensates and long range order

HIGHLIGHTS

  • who: Proper condensates and collaborators from the Mathematisches Institut, Universität Göttingen, Bunsenstr3-5, Göttingen, Germany have published the research work: Proper condensates and long range order, in the Journal: (JOURNAL)
  • what: Instead of following the Onsager-Penrose approach, where one characterizes condensates by the largest eigenvalues and corresponding eigenfunctions of one-particle density matrices, the authors focus on the spaces of regular wave functions, which remain finitely occupied in the limit of infinite particle numbers. This approach has the advantage that the occurrence of condensates in the approximating finite systems can be . . .

     

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