2022
DOI: 10.1016/j.sigpro.2022.108573
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Constrained Cramér–Rao bounds for reconstruction problems formulated as coupled canonical polyadic decompositions

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Cited by 2 publications
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“…Particularly, in the theoretical aspect, the first step is to further improve the quantitative description of the super-resolution ability on imaging objects which are apparently sparse in the highdimensional light-field domain under the noisy case. To achieve this, one of potential approaches would be to incorporate the concept of statistical resolution [17,18] into the high-dimensional domain, while combining with the object's prior information [121][122][123]. This statistical-based description is expected to be rather meaningful for the application of a GI camera in related scenarios, such as fluorescence microscopy [124] and astronomy observing [125,126].…”
Section: Further Utilizing High-dimensional Light-field Information C...mentioning
confidence: 99%
“…Particularly, in the theoretical aspect, the first step is to further improve the quantitative description of the super-resolution ability on imaging objects which are apparently sparse in the highdimensional light-field domain under the noisy case. To achieve this, one of potential approaches would be to incorporate the concept of statistical resolution [17,18] into the high-dimensional domain, while combining with the object's prior information [121][122][123]. This statistical-based description is expected to be rather meaningful for the application of a GI camera in related scenarios, such as fluorescence microscopy [124] and astronomy observing [125,126].…”
Section: Further Utilizing High-dimensional Light-field Information C...mentioning
confidence: 99%