| URN |
etd-0214111-160521 |
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| Author |
Meng-Syun Syu |
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| Author's Email Address |
No Public. |
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| Statistics |
This thesis had been viewed 599 times. Download 229 times. |
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| Department |
Applied Mathematics |
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| Year |
2010 |
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| Semester |
1 |
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| Degree |
Master |
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| Type of Document |
|
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| Language |
English |
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| Title |
Structure of Toeplitz-composition operators |
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| Date of Defense |
2011-01-14 |
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| Page Count |
21 |
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| Keyword |
block Toeplitz
Toeplitz
block matrix
Toeplitz operator
block Toeplitz matrix
|
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| Abstract |
Let $vp$ be a $L^infty$ function on the unit circle $Bbb T$ and
$ au$ be an elliptic automorphism on the unit disc $Bbb D$. In this paper, we will show that $T_vp C_ au$, i.e., the product of the Toeplitz operator $T_vp$ and the composition operator $C_ au$ on $H^2$, is similar to a block Toeplitz matrix if $ au$ has finite
order. |
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| Advisory Committee |
Chia-Hsin Liu - chair
Jeang Jyh-Shyang - co-chair
Hwa-Long Gau - co-chair
Mark C. Ho - advisor
|
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| Files |
indicate access worldwide |
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| Date of Submission |
2011-02-14 |
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