연구동향 분석

Backward extensions of Bergman-type weighted shift

Chunji Li Wentao Qi Haiwen Wang 2020년

논문상세정보
    • 저자 Chunji Li Wentao Qi Haiwen Wang
    • 제어번호 106545394
    • 학술지명 대한수학회보
    • 권호사항 Vol. 57 No. 1 [ 2020 ]
    • 발행처 대한수학회
    • 발행처 URL http://www.kms.or.kr
    • 자료유형 학술저널
    • 수록면 81-93
    • 언어 English
    • 출판년도 2020
    • 등재정보 KCI등재
    • 소장기관 경북대학교 중앙도서관 계명대학교 동산도서관 성균관대학교 삼성학술정보관 성균관대학교 삼성학술정보관 조선대학교 중앙도서관 한국교원대학교 중앙도서관
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' Backward extensions of Bergman-type weighted shift' 의 참고문헌

  • Weakly n-hyponormal Weighted Shifts and Their Examples
  • Weak Hamburger-type weighted shifts and their examples
  • Subnormality of Bergman-like weighted shifts
  • Recursively generated weighted shifts and the subnormal completion problem, II
    R. E. Curto [1994]
  • Recursively generated weighted shifts and the subnormal completion problem
    R. E. Curto [1993]
  • Recent advances in operator theory and applications
    Y. Dong [2009]
  • Quartically hyponormal weighted shifts need not be 3-hyponormal
  • Quadratically hyponormal weighted shifts with two equal weights
    R. E. Curto [2000]
  • Quadratically hyponormal weighted shifts and their examples
  • Quadratically hyponormal weighted shifts
    R. E. Curto [1990]
  • One-step extension of the Bergman shift
  • NEW RESULTS ON k-HYPONORMALITY OF BACKWARD EXTENSIONS OF SUBNORMAL WEIGHTED SHIFTS
    Yanwu Dong [2019]
  • Existence of non-subnormal completely semi-weakly hyponormal weighted shifts
    Chunji Li [2017]
  • Cubically Hyponormal Weighted Shifts and Their Examples
  • Criteria for positively quadratically hyponormal weighted shifts
    Ju Youn Bae [2002]
  • Advanced determinant calculus
  • A new criterion for $k$-hyponormality via weak subnormality
  • A formula for $k$-hyponormality of backstep extensions of subnormal weighted shifts