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Linear and Multilinear Algebra Volume 44, 1998 - Issue 3
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Original Articles

Exterior numerical radii and antiinvariant subspaces

Bit-Shun Tam Department of Mathematics, Tamkang University Tamsui, Taiwan, 25137, Republic of China
Pages 195-245 | Received 16 Jan 1997, Published online: 31 Mar 2008

References

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  • Li , C. K. 1986 . The decomposable numerical radius and numerical radius of a compound matrix . Linear Algebra Appl , 76 : 45 – 58 .
  • Li , C. K. and Tsing , N. K. 1989 . The numerical range of derivations . Linear Algebra Appl , 119 : 97 – 119 .
  • Marcus , M. and Sandy , M. 1982 . Three elementary proofs of the goldberg-straus . Linear and Multilinear Algebra , 11 : 243 – 252 .
  • Sourour , A. R. 1986 . Antiinvariant subspaces of maximum dimension . Linear Algebra Appl , 74 : 39 – 45 .
  • Tam , B. S. 1986 . A simple proof of the goldberg-straus theorem on numerical radii . Glasgow Math, J , 28 : 139 – 141 .
  • Tam , T. Y. 1986 . On the generalized radial matrices and a conjecture of marcus and sandy . Linear and Multilinear Algebra , 19 : 11 – 20 .

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