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On scalar extensions and spectral decompositions of complex symmetric

2014.03.24 19:12

실적년도	2011 년
논문구분	국외
총저자	Sungeun Jung, Eungil
학술지명	Journal of Mathematical Analysis and Applications
권(Vol.)	3847
호(No.)	2
게재년월	년 월
Impact Factor
SCI 등재	SCI
비고

Abstract
In this paper we prove that a complex symmetric operator with property (δ) is subscalar. As a corollary, we get that such operators with rich spectra have nontrivial invariant subspaces. We also provide various relations for spectral decomposition properties between complex symmetric operators and their adjoints.

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