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Recovery of the Basis of Group π2n Representation on its Subgroup πn×n and Harriman’s Theorem
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UDC: 539.192 (043.3)
Publication Language: English
Stuc. intelekt. 2012; 17(4):68-76
Abstract: The proof of Harriman’s theorem [1] is given for arbitrary order reduced density matrix of both the clear, and the mixed states of fermions at once. Its essential parts are a Pauli exclu- sion principle, rotation group symmetry of spin functions and new commutation relations.
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