N-SUPERCYCLICITY OF AN (M, P) -ISOMETRY PLUS A NILPOTENT OPERATOR

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FAGHIH AHMADI MASOUMEH; YARMAHMOODI SAEED; HEDAYATIAN KARIM

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Seminar Paper

Paper Information

Seminar: SEMINAR ON FUNCTIONAL ANALYSIS AND ITS APPLICATIONS
Year:2016 | Issue:4

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Title

N-SUPERCYCLICITY OF AN (M, P) -ISOMETRY PLUS A NILPOTENT OPERATOR

Author(s)

FAGHIH AHMADI MASOUMEH | YARMAHMOODI SAEED | HEDAYATIAN KARIM | Issue Writer Certificate

Keywords

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Abstract

A BOUNDED LINEAR OPERATOR T ON A HILBERT SPACE H ISN-SUPERCYCLIC, IF THERE IS A SUBSPACE E OF DIMENSION N SUCH THATITS ORBIT UNDER T IS DENSE IN H. ALSO, T IS AN (M, P) -ISOMETRY IF "FORMULA" AND M ³ 1. WE SHOW THAT THE SUM OF AN (M, P) -ISOMETRY ANDA NILPOTENT OPERATOR THAT COMMUTE WITH EACH OTHER IS NOT NSUPERCYCLIC FOR ANY POSITIVE INTEGER N, AND EVERY RATIONAL NUMBER P.

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APA: Copy

FAGHIH AHMADI, MASOUMEH, YARMAHMOODI, SAEED, & HEDAYATIAN, KARIM. (2016). N-SUPERCYCLICITY OF AN (M, P) -ISOMETRY PLUS A NILPOTENT OPERATOR. SEMINAR ON FUNCTIONAL ANALYSIS AND ITS APPLICATIONS. SID. https://sid.ir/paper/927312/en

Vancouver: Copy

FAGHIH AHMADI MASOUMEH, YARMAHMOODI SAEED, HEDAYATIAN KARIM. N-SUPERCYCLICITY OF AN (M, P) -ISOMETRY PLUS A NILPOTENT OPERATOR. 2016. Available from: https://sid.ir/paper/927312/en

IEEE: Copy

MASOUMEH FAGHIH AHMADI, SAEED YARMAHMOODI, and KARIM HEDAYATIAN, “N-SUPERCYCLICITY OF AN (M, P) -ISOMETRY PLUS A NILPOTENT OPERATOR,” presented at the SEMINAR ON FUNCTIONAL ANALYSIS AND ITS APPLICATIONS. 2016, [Online]. Available: https://sid.ir/paper/927312/en

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