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On m-complex symmetric operators

2015.07.24 14:04

실적년도 2015년 
논문구분 국외 
총저자 Eungil Ko, Muneo Cho, Ji Eun Lee 
학술지명 Mediterranean Journal of Mathematics 
권(Vol.)  
호(No.)  
게재년월 2015년 6월(Online) 
Impact Factor 0.656 (JCR 2014) 
SCI 등재 SCIE 등재 
비고  

In this paper, we study the spectral properties of m-complex symmetric operators. In particular, we prove that if T is m-complex symmetric with conjugation C, then Tn is also m-complex symmetric with conjugation C for any n ∈ N. Moreover, if T is m-complex symmetric with conjugation C, then T is decomposable if and only if T∗ has the property (β). As some applications, we give several examples of m-complex symmetric operators with conjugation C.

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