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- Dose-fractionation_theorem abstract "Hegerl and Hoppe. have pointed out that the total dose required to achieve statistical significance for each voxel of a computed 3D reconstruction is the same as that required to obtain a single 2D image of that isolated voxel, at the same level of statistical significance. Thus a statistically significant 3D image can be computed from statistically insignificant projections, as long as the total dose that is distributed among these projections is high enough that it would have resulted in a statistically significant projection, if applied to only one image.".
- Dose-fractionation_theorem wikiPageID "47197348".
- Dose-fractionation_theorem wikiPageLength "1251".
- Dose-fractionation_theorem wikiPageOutDegree "6".
- Dose-fractionation_theorem wikiPageRevisionID "679815350".
- Dose-fractionation_theorem wikiPageWikiLink Category:Condensed_matter_physics.
- Dose-fractionation_theorem wikiPageWikiLink Category:Electron_microscopy.
- Dose-fractionation_theorem wikiPageWikiLink Category:Geometric_measurement.
- Dose-fractionation_theorem wikiPageWikiLink Category:Medical_imaging.
- Dose-fractionation_theorem wikiPageWikiLink Category:Multidimensional_signal_processing.
- Dose-fractionation_theorem wikiPageWikiLink Category:X-ray_computed_tomography.
- Dose-fractionation_theorem hasPhotoCollection Dose-fractionation_theorem.
- Dose-fractionation_theorem wikiPageUsesTemplate Template:CMP-stub.
- Dose-fractionation_theorem wikiPageUsesTemplate Template:Reflist.
- Dose-fractionation_theorem subject Category:Condensed_matter_physics.
- Dose-fractionation_theorem subject Category:Electron_microscopy.
- Dose-fractionation_theorem subject Category:Geometric_measurement.
- Dose-fractionation_theorem subject Category:Medical_imaging.
- Dose-fractionation_theorem subject Category:Multidimensional_signal_processing.
- Dose-fractionation_theorem subject Category:X-ray_computed_tomography.
- Dose-fractionation_theorem comment "Hegerl and Hoppe. have pointed out that the total dose required to achieve statistical significance for each voxel of a computed 3D reconstruction is the same as that required to obtain a single 2D image of that isolated voxel, at the same level of statistical significance.".
- Dose-fractionation_theorem label "Dose-fractionation theorem".
- Dose-fractionation_theorem sameAs Q20706979.
- Dose-fractionation_theorem sameAs Q20706979.
- Dose-fractionation_theorem wasDerivedFrom Dose-fractionation_theorem?oldid=679815350.
- Dose-fractionation_theorem isPrimaryTopicOf Dose-fractionation_theorem.