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Tensor Products of Log-Hyponormal Operators

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Abstract

The tensor product Aotimes B of Hilbert space operators A andB will be shown to be log-hyponormal if and only if A and Bare log-hyponormal. Some general comments about generalized hyponormality are also made

참고문헌 (8)

  1. "paper w-hyponormal operators II jour Integral Equations and Operator", 36, pp.1~10 (2000)
  2. "paper w-hyponormal operators", 37, pp.324~331
  3. "paper Tensor products of operators-strong stability and $p$-hyponormality j", 42, pp.371~381
  4. "Kamei paperCharacterization of chaotic order and its application to Furutainequality", 125, pp.3655~3658
  5. "Tpaper A characterization of chaotic order and a problem.", 2, pp.149~156 (1998)
  6. "B. P. Duggalpaper Tensor products of operators--strong stability and p-", 42, pp.371~381
  7. "Hou \paper On tensor products of operators\jour Acta Math.", (s.)
  8. "Stochel \paper Seminormality of operators fromtheir tensor product \yr1996 \pages 435--440", 124, pp.435~440

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