Journal article
Hermitian and normal completions
Linear & multilinear algebra, v 42(3), 239
01 Jan 1997
Abstract
The problems of finding the minimal and maximal possibie negative and positive inertia for partial Hermitian banded matrices has been solved without any nonsingularity restrictions on the given blocks. The solution has striking similarities with minimal rank completion results. Applications to Hermitian matrix (in)equalities are presented. In addition, the minimal normal completion problem is introduced.
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13 citations in Scopus
Details
- Title
- Hermitian and normal completions
- Creators
- Hugo J. Woerdeman - William & Mary
- Publication Details
- Linear & multilinear algebra, v 42(3), 239
- Publisher
- Gordon and Breach Science Publishers
- Resource Type
- Journal article
- Language
- English
- Academic Unit
- Mathematics
- Scopus ID
- 2-s2.0-21944435414
- Other Identifier
- 991021864945204721