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Mao-Ting Chien
Mao-Ting Chien
Подтвержден адрес электронной почты в домене scu.edu.tw - Главная страница
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Процитировано
Процитировано
Год
Boundary generating curves of the c-numerical range
MT Chien, H Nakazato
Linear algebra and its applications 294 (1-3), 67-84, 1999
381999
On the numerical range of tridiagonal operators
MT Chien
Linear Algebra and its Applications 246, 203-214, 1996
381996
Circularity of the numerical range
MT Chien, BS Tam
Linear algebra and its applications 201, 113-133, 1994
381994
On geometric properties of the numerical range
MT Chien, L Yeh, YT Yeh, FZ Lin
Linear Algebra and its applications 274 (1-3), 389-410, 1998
301998
Davis–Wielandt shell and< i> q</i>-numerical range
MT Chien, H Nakazato
Linear algebra and its applications 340 (1), 15-31, 2002
292002
SINGULAR POINTS OF THE TERNARY POLYNOMIALS ASSOCIATED WITH 4-BY-4 MATRICES
MAOT CHIEN, H NAKAZATO
28*
Joint numerical range and its generating hypersurface
MT Chien, H Nakazato
Linear algebra and its applications 432 (1), 173-179, 2010
272010
The numerical radius and bounds for zeros of a polynomial
YA Alpin, MT Chien, L Yeh
PROCEEDINGS-AMERICAN MATHEMATICAL SOCIETY 131 (3), 725-730, 2003
242003
The numerical range of a tridiagonal operator
MT Chien, H Nakazato
Journal of mathematical analysis and applications 373 (1), 297-304, 2011
232011
Point equation of the boundary of the numerical range of a matrix polynomial
MT Chien, H Nakazato, P Psarrakos
Linear algebra and its applications 347 (1-3), 205-217, 2002
202002
The numerical radius of a weighted shift operator with geometric weights
M Chien, H Nakazato
Electronic Journal of Linear Algebra 18, 58-63, 2009
192009
Norm-parallelism and the Davis–Wielandt radius of Hilbert space operators
A Zamani, MS Moslehian, MT Chien, H Nakazato
Linear and Multilinear Algebra 67 (11), 2147-2158, 2019
182019
The boundary of higher rank numerical ranges
MT Chien, H Nakazato
Linear algebra and its applications 435 (11), 2971-2985, 2011
182011
Flat portions on the boundary of the numerical ranges of certain Toeplitz matrices
MT Chien, H Nakazato
Linear and Multilinear Algebra 56 (1-2), 143-162, 2008
172008
The envelope of the generalized numerical range
MT Chien
Linear and Multilinear Algebra 43 (4), 363-376, 1998
171998
Fermat's equation over 2-by-2 matrices
MT Chien, J Meng
Bulletin of the Korean Mathematical Society 58 (3), 609-616, 2021
162021
Toeplitz matrices are unitarily similar to symmetric matrices
MT Chien, J Liu, H Nakazato, TY Tam
Linear and Multilinear Algebra 65 (10), 2131-2144, 2017
162017
The numerical range of linear pencils of 2-by-2 matrices
MT Chien, H Nakazato
Linear algebra and its applications 341 (1-3), 69-100, 2002
162002
Computing the determinantal representations of hyperbolic forms
MT Chien, H Nakazato
Czechoslovak Mathematical Journal 66, 633-651, 2016
152016
Hyperbolic forms associated with cyclic weighted shift matrices
MT Chien, H Nakazato
Linear Algebra and its Applications 439 (11), 3541-3554, 2013
152013
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