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SZEG TYPE FACTORIZATION THEOREM FOR NONCOMMUTATIVE HARDY-LORENTZ SPACES 被引量:4

SZEG TYPE FACTORIZATION THEOREM FOR NONCOMMUTATIVE HARDY-LORENTZ SPACES
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摘要 We introduce noncommutative Hardy-Lorentz spaces and give the Szeg and inner-outer type factorizations of these spaces. We introduce noncommutative Hardy-Lorentz spaces and give the Szegō and inner-outer type factorizations of these spaces.
出处 《Acta Mathematica Scientia》 SCIE CSCD 2013年第6期1675-1684,共10页 数学物理学报(B辑英文版)
基金 Partially supported by NSFC(11071204) XJUBSCX-2012002
关键词 subdiagonal algebras noncommutative Hardy-Lorentz spaces Szeg factorization outer operators subdiagonal algebras noncommutative Hardy-Lorentz spaces Szegō factor-ization outer operators
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  • 1Arveson W B. Analyticity in operator algebras. Amer J Math, 1967, 89:578 642.
  • 2Blecher D P, Labuschagne L E. Applications of the Puglede-Kadison determinant: Szeg6 theorem and outers for noncommutative Hp. Trans Amer Math Soc, 2008, 360:6131-6147.
  • 3Brown L G. Lidskii's theorem in the type II ease//Geometric Methods in Operator Algebras (Kyoto 1983).Pitman Res Notes Math Ser, Vol 123. Harlow: Longmam Sei Tech, 1986:1 35.
  • 4Bekjan N, Xu Q. Riesz and Szeg5 type factorizations for noncommutative Hardy spaces. J Oper Theory, 2009, 62(1): 215-231.
  • 5Fack T, Kosaki H. Generalized s-numbers of T-measurable operators. Pacific J Math 1986, 123:269 300.
  • 6Fuglede B, Kadison R V. Determinant theory in finite factors. Ann Math, 1952, 55:520-530.
  • 7Hunt R A. On L(p,q) spaces. L'Enseignement Math, 1966, 12:249-276.
  • 8Han Yazhou, Bekjan T N. The dual of noncommutataive Lorentz spaces. Acta Math Sei, 2011, 31B(6): 2067 2O80.
  • 9Helson H, Lowdenslager D. Prediction theory and Fourier series in several variables. I. Acta Math, 1958, 99:165 202.
  • 10Haagerup U, Schultz H. Brown measures of unbounded operators affiliated with a finite yon Neumann algebra. Math Scand, 2007, 100:209 263.

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