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- W2805363863 abstract "We introduce a class of frames, called USB frames (frames of uniform subframe bounds), which mean that any subsequence of the frame is a frame for the subspace it spans and the frame bounds depend only on the cardinality of the subsequence. We give several necessary and sufficient conditions for a frame to be a USB frame. As an application, we show that a tight USB frame is optimal for erasures in the sense that the reconstruction error is independent of the position of erasures. We give several explicit construction of USB frames." @default.
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- W2805363863 date "2018-10-01" @default.
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- W2805363863 title "Frames of uniform subframe bounds with applications to erasures" @default.
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- W2805363863 doi "https://doi.org/10.1016/j.laa.2018.05.025" @default.
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