Browsing "수학전공" byAuthorLee J.E.

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Showing results 1 to 24 of 24

Issue DateTitleAuthor(s)Type
2018A characterization of binormal matrices고응일Article
2017(∞,C)-isometric operators고응일Article
2022Complex symmetric Toeplitz operators on the generalized derivative Hardy space고응일Article
2022Complex symmetric Toeplitz operators on the weighted Bergman space고응일Article
2014Complex symmetric weighted composition operators on H2(D)고응일; 이지은Article
2022Conjugations and complex symmetric block Toeplitz operators on the weighted Hardy space고응일Article
2021Conjugations and Complex Symmetric Toeplitz Operators on the Weighted Hardy Space고응일Article
2023Hankel and Toeplitz operators, block matrices and derivations고응일Article
2011Inherited properties through the helton class of an operator고응일; 이지은Article
2014Normal truncated Toeplitz operators on finite-dimensional spaces고응일; 이지은Article in Press
2012On (A;m)-expansive operators고응일; 이지은Article
2016On (m, C)-Isometric Operators고응일Article
2013On complex symmetric operator matrices고응일; 이지은Article
2023On properties of C-normal operators II고응일Article
2011On rank one perturbations of the unilateral shift고응일; 이지은Article
2011On scalar extensions and spectral decompositions of complex symmetric operators고응일; 이지은Article
2018On symmetric and skew-symmetric operators고응일Article
2007On the Helton class of p-hyponormal operators고응일; 이지은Article
2006Operators with the single valued extension property고응일; 이지은Article
2017Properties of m-complex symmetric operators고응일Article
2023Properties of Newton polynomials and Toeplitz operators on Newton spaces고응일Article
2008Some connections between an operator and its Helton class고응일; 이지은Article
2009Some remarks on the Helton class of an operator고응일; 이지은Article
2017Weyl type theorems for complex symmetric operator matrices고응일Article

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