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- W2783658718 abstract "A definition of frames in Krein spaces is proposed which extends the concept of $J$-frames defined by J.I. Giribet et al., J. Math. Anal. Appl. ${textbf{393}}$ (2012), 122-137. The principal difference consists in the fact that a $J$-frame is related to maximal definite subspaces $mathcal{M}_pm$ which are not assumed to be uniformly definite. The latter allows one to extend the collection of $J$-frames. In particular, some complete $J$-orthogonal sequences and $J$-orthogonal Schauder bases can be interpreted as $J$-frames." @default.
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- W2783658718 date "2017-12-21" @default.
- W2783658718 modified "2023-09-27" @default.
- W2783658718 title "On $J$-frames related to maximal definite subspaces" @default.
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