We discuss the problem of recovering signal from frame coefficients with erasures. Such problems arise naturally from applications where some of the coefficients could be corrupted or erased during the data transmission. Provided that the erasure set satisfies the minimal redundancy condition, we construct a suitable synthesizing dual frame which enables us to perfectly reconstruct the original signal without recovering the lost coefficients. Such dual frames which compensate for erasures are described from various viewpoints
Redundant bases or frames are a promising technique for multiple description signal coding. Frames c...
AbstractGiven a channel with additive noise and adversarial erasures, the task is to design a frame ...
Optimal frames have been used in signal processing to minimize the reconstruction errors when erasur...
We discuss a new approach to the problem of recovering signal from frame coefficients with erasures....
We propose new approaches to the problems of recovering signals from the rearranged frame coefficien...
We propose new approaches to the problems of recovering signals from the rearranged frame coefficien...
AbstractWe continue the investigation on optimal dual frames for erasures. We obtain an necessary an...
Abstract — In a variety of signal processing and communi-cations contexts, erasures occur inadverten...
In the case that a frame is prescribed for applications and erasures occur in the process of data tr...
This dissertation is concerned with the efficient reconstruction of signals from frame coefficient e...
In the case that a frame is prescribed for applications and erasures occur in the process of data tr...
In an earlier work, we proposed a frame-based kernel analysis approach to the problem of recovering ...
AbstractWe study frames from the viewpoint of coding theory. We introduce a numerical measure of how...
AbstractFrames have been used to capture significant signal characteristics, provide numerical stabi...
We study the duality of reconstruction systems, which are g-frames in a finite dimensional setting. ...
Redundant bases or frames are a promising technique for multiple description signal coding. Frames c...
AbstractGiven a channel with additive noise and adversarial erasures, the task is to design a frame ...
Optimal frames have been used in signal processing to minimize the reconstruction errors when erasur...
We discuss a new approach to the problem of recovering signal from frame coefficients with erasures....
We propose new approaches to the problems of recovering signals from the rearranged frame coefficien...
We propose new approaches to the problems of recovering signals from the rearranged frame coefficien...
AbstractWe continue the investigation on optimal dual frames for erasures. We obtain an necessary an...
Abstract — In a variety of signal processing and communi-cations contexts, erasures occur inadverten...
In the case that a frame is prescribed for applications and erasures occur in the process of data tr...
This dissertation is concerned with the efficient reconstruction of signals from frame coefficient e...
In the case that a frame is prescribed for applications and erasures occur in the process of data tr...
In an earlier work, we proposed a frame-based kernel analysis approach to the problem of recovering ...
AbstractWe study frames from the viewpoint of coding theory. We introduce a numerical measure of how...
AbstractFrames have been used to capture significant signal characteristics, provide numerical stabi...
We study the duality of reconstruction systems, which are g-frames in a finite dimensional setting. ...
Redundant bases or frames are a promising technique for multiple description signal coding. Frames c...
AbstractGiven a channel with additive noise and adversarial erasures, the task is to design a frame ...
Optimal frames have been used in signal processing to minimize the reconstruction errors when erasur...