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Unified (r, s)-Entropies of Partitions on Sequential Effect Algebras

Jiamei, Wang; Jun, Li; Minhyung, Cho

Reports on mathematical physics. Volume 75:Issue 3 (2015, May); pp 383-401 -- Elsevier

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  • Title:
    Unified (r, s)-Entropies of Partitions on Sequential Effect Algebras
  • Author: Jiamei, Wang;
    Jun, Li;
    Minhyung, Cho
  • Found In: Reports on mathematical physics. Volume 75:Issue 3 (2015, May); pp 383-401
  • Journal Title: Reports on mathematical physics
  • Subjects: Physique mathématique--Périodiques; Mathematical physics--Periodicals; Dewey: 530.15
  • Rights: legaldeposit
  • Publication Details: Elsevier
  • Abstract: <x xml:space="preserve">Abstract</x>

    By using the partitions and refinements of sequential effect algebras (SEAs), we introduce the unified (r, s)-entropies and unified (r, s)-conditional entropies of partitions on SEAs. Several important relations of the unified (r, s)-entropies on SEAs are established, which reflect the noncommutativity of quantum effects.


  • Identifier: ETOClsidyv9273149a; System Number: LDEAvdc_100025910728.0x000001; Journal ISSN: 0034-4877; 10.1016/S0034-4877(15)30012-4
  • Publication Date: 2015
  • Physical Description: Electronic
  • Shelfmark(s): ELD Digital store

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