2010
DOI: 10.1364/josaa.27.002648
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Analysis of ideal observer signal detectability in phase-contrast imaging employing linear shift-invariant optical systems

Abstract: Phase-contrast imaging methods exploit variations in an object’s refractive index distribution to permit the visualization of subtle features that may have very similar optical absorption properties. Although phase-contrast is often viewed as being desirable in many biomedical applications, its relative influence on signal detectability when both absorption- and phase-contrast are present remains relatively unexplored. In this work, we investigate the ideal Bayesian observer signal to noise ratio (SNR) in phas… Show more

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Cited by 18 publications
(12 citation statements)
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“…(1) coincides with the signal-to-noise ratio (SNR) of the naïve observer introduced in [35] for the simplest detection task when signal is known exactly and background is known exactly (SKE/BKE) [36], which treats noise in reconstructed slices as uncorrelated (so that the noise power spectrum W is the same for all spatial frequencies, ) 0 ( ) ( W W  u ) and can be written as follows: ) and the hat symbol denotes the Fourier transform. Note also that if noise in the reconstructed slices was uncorrelated, then CNR would coincide with SNR of the ideal observer [36][37]. For correlated noise, CNR is expected to be less than the SNR of the ideal observer.…”
Section: Imaging Performance Characteristicsmentioning
confidence: 99%
“…(1) coincides with the signal-to-noise ratio (SNR) of the naïve observer introduced in [35] for the simplest detection task when signal is known exactly and background is known exactly (SKE/BKE) [36], which treats noise in reconstructed slices as uncorrelated (so that the noise power spectrum W is the same for all spatial frequencies, ) 0 ( ) ( W W  u ) and can be written as follows: ) and the hat symbol denotes the Fourier transform. Note also that if noise in the reconstructed slices was uncorrelated, then CNR would coincide with SNR of the ideal observer [36][37]. For correlated noise, CNR is expected to be less than the SNR of the ideal observer.…”
Section: Imaging Performance Characteristicsmentioning
confidence: 99%
“…These methods are intended to evaluate imaging systems based on the performance of some clinically relevant task. Breast mass detection has been a common diagnostic assessment task, with observer studies related to phase-contrast imaging, 1,2 computed tomography (CT) 3 and digital breast tomosynthesis (DBT) 4,5 having appeared over the past few years. Many of these x-ray imaging studies have employed statistical ideal observers, which provide a well-studied, tractable means of carrying out large-scale assessments in simulation.…”
Section: Introductionmentioning
confidence: 99%
“…r The NEQ and ideal-observer analysis could be performed directly on the detected raw data with equal results if conversion to phase contrast and log normalization are assumed linear. 39 Nevertheless, we prefer to work on reconstructed phase and absorption image data to better understand the relative influence of signal and noise, and to be able to measure NPS and MTF in meaningful images.…”
Section: Iic4 Initial Comparison Of Phase and Absorption Contrastmentioning
confidence: 99%