2019
DOI: 10.1002/lpor.201900097
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Perspectives for Applications of Quantum Imaging

Abstract: Quantum imaging is a multifaceted field of research that promises highly efficient imaging in extreme spectral ranges as well as ultralow‐light microscopy. Since the first proof‐of‐concept experiments over 30 years ago, the field has evolved from highly fascinating academic research to the verge of demonstrating practical technological enhancements in imaging and microscopy. Here, the aim is to give researchers from outside the quantum optical community, in particular those applying imaging technology, an over… Show more

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Cited by 112 publications
(49 citation statements)
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References 209 publications
(338 reference statements)
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“…C has to have maximum possible rank, n, to prevent appearance of an image component that does not affect hypothesis testing. The problem of choosing components then comes down to the choice of C of maximal rank (which, in this case, is equal to the number of nonzero matrix elements) that satisfies the condition (6). The linear operator S : R n → R n is a parameter of the criterion that may depend on C, T, Σ R * ξ , but not onû, and it should be chosen to maximize the number of components for which the condition (6) holds.…”
Section: The Influence Of Non-diagonal Elements Of the Reduction Estimate Covariance Operatormentioning
confidence: 99%
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“…C has to have maximum possible rank, n, to prevent appearance of an image component that does not affect hypothesis testing. The problem of choosing components then comes down to the choice of C of maximal rank (which, in this case, is equal to the number of nonzero matrix elements) that satisfies the condition (6). The linear operator S : R n → R n is a parameter of the criterion that may depend on C, T, Σ R * ξ , but not onû, and it should be chosen to maximize the number of components for which the condition (6) holds.…”
Section: The Influence Of Non-diagonal Elements Of the Reduction Estimate Covariance Operatormentioning
confidence: 99%
“…One of the important arguments in favor of quantum ghost imaging is its capability of producing the lighting conditions that are the most benign for the research object, when the illumination effect (sometimes irreversible) on the object is minimal [5,6]. This is particularly important when illuminating living creatures, e. g., by X-rays.…”
Section: Introductionmentioning
confidence: 99%
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“…Exploiting the quantum properties of light is one way to overcome some of those limitations. Ghost imaging is one of the subfields of quantum imaging that exploits quantum or spatial intensity-fluctuation correlations to image objects with resolution, contrast, or other imaging criteria that can go beyond classical optics [1][2][3]. Ghost imaging can nonlocally image an object using photons that have not interacted with the object [4].…”
Section: Introductionmentioning
confidence: 99%