Abstract
Purpose
This study aimed to assess the image characteristics of deep-learning-based image processing software (DLIP; FCT PixelShine, FUJIFILM, Tokyo, Japan) and compare it with filtered back projection (FBP), model-based iterative reconstruction (MBIR), and deep-learning-based reconstruction (DLR).
Methods
This phantom study assessed the object-specific spatial resolution (task-based transfer function [TTF]), noise characteristics (noise power spectrum [NPS]), and low-contrast detectability (low-contrast object-specific contrast-to-noise ratio [CNRLO]) at three different output doses (standard: 10 mGy; low: 3.9 mGy; ultralow: 2.0 mGy). The processing strength of DLIPFBP with A1, A4, and A9 was compared with those of FBP, MBIR, and DLR.
Result
The standard dose with high-contrast TTFs of DLIPFBP exceeded that of FBP. Low-contrast TTFs were comparable to or lower than that of FBP. The NPS peak frequency (fP) of DLIPFBP shifts to low spatial frequencies of up to 8.6% at ultralow doses compared to the standard FBP dose. MBIR shifted the most fP compared to FBP—a marked shift of up to 49%. DLIPFBP showed a CNRLO equal to or greater than that of DLR in standard or low doses. In contrast, the CNRLO of the DLIPFBP was equal to or lower than that of the DLR in ultralow doses.
Conclusion
DLIPFBP reduced image noise while maintaining a resolution similar to commercially available MBIR and DLR. The slight spatial frequency shift of fP in DLIPFBP contributed to the noise texture degradation suppression. The NPS suppression in the low spatial frequency range effectively improved the low-contrast detectability.
Similar content being viewed by others
Explore related subjects
Discover the latest articles, news and stories from top researchers in related subjects.Avoid common mistakes on your manuscript.
Introduction
Owing to the increasing number of computed tomography (CT) units in each country and number of CT scans per unit population, reducing the radiation dose patients receive from these examinations is particularly important [1, 2]. However, reducing the radiation dose would reduce the number of photons reaching the detector, increase image noise, and consequently affect the diagnostic performance of CT [3, 4]. Manufacturers have implemented many dose reduction techniques and solutions to curb the high exposure in CT [5, 6]. For example, iterative reconstruction (IR) was developed to reduce the image noise while maintaining the spatial resolution and contrast-to-noise ratio (CNR) [7,8,9].
IR is a statistical or algebraic reconstruction algorithm [10]. Model-based IR [MBIR] that modeled the object as well as the noise and scanner system in the projection data. Detailed principles of MBIR have been reported in previous studies [10, 11]. The data fidelity of MBIR is based on a forward projection model that models scanner geometry, optics, and statistical noise characteristics [12]. However, the commercial implementation of IR is not adopted by all medical institutions because it depends on the vendor and CT scanner generation. Additionally, MBIR remained installed on only a few machines.
Several third-party manufacturers released an image-based universal IR system (image-based IR) that achieves denoising by processing already reconstructed FBP images [13,14,15]. Image-based IR is a versatile technology that is independent of CT systems and vendors. Previous studies have shown that the image characteristics are comparable to hybrid IR in low-dose CT. A new deep learning-based universal image processing software (DLIP; FCT PixelShine, FUJIFILM, Tokyo, Japan) is an image processing technique trained by deep learning to improve the image quality in low-dose CT. DLIP is as universal as image-based IR and is expected to denoise with natural textures because of deep-learning techniques. The DLIP uses deep learning techniques and ultralarge amounts of training pairs of noisy low- and high-dose images [16] and performs noise reduction on any input image regardless of the CT manufacturer. Other DLRs, such as AiCE and TrueFidelity (GE Healthcare, Waukesha, WI, USA) are noise reduction algorithms that respond to vendor-specific input images [17, 18]. DLIP software can be used by installing it on a three-dimensional image analysis workstation. It can be retrospectively applied to images reconstructed using any algorithm (filtered back projection: FBP, IR, and DLR). To the best of our knowledge, no study has assessed the detailed image characteristics of DLIP.
Therefore, this study aimed to assess the image characteristics of DLIP and compare them with FBP, MBIR, and deep-learning-based reconstruction (DLR).
Methods
Phantoms
The American College of Radiology (ACR) phantom (model 464, Gammex, Middleton Wi, USA) was placed at the center of gantry rotation to measure the object-specific spatial resolution. The ACR phantom is 200 mm in diameter, and four different test object rods (bone, water, polyethylene, and acrylic) were embedded. Catphan 500 phantom (Phantom Laboratory, Salem NY, USA) with a uniform module (CTP 486) and low-contrast module (CTP 515) was used to measure the image noise and low-contrast detectability.
Data acquisition and image reconstruction
An ultrahigh resolution CT scanner (Aquilion Precision, Canon Medical Systems, Tochigi, Japan) was used to acquire all data. Three different output dose (volume CT dose index [CTDIvol]) settings were determined as 10.0, 3.9, and 2.0 mGy for assessing the image characteristics corresponding to the image noise level. Thus, size-specific dose estimate according to the conversion formula from CTDIvol reported by the American Association of Physicists in Medicine Task Group 220 [19] were 17.8, 6.9, and 3.6 mGy, respectively (conversion factor of 200 mm effective diameter of 1.78). These are referred to as standard, low, and ultralow. Other acquisition parameters were as follows: a tube voltage of 120 kV, rotation time of 0.5 s, detector configuration of 160 × 0.25 mm, a pitch factor of 0.81, thickness of 0.25 mm, and an X-ray focus size of 0.6 × 0.6 mm. The field of view (FOV) was determined at 350 mm with 1024 × 1024 matrix. All images were reconstructed with FBP (FC13; standard soft kernel), MBIR (forward projected model-based Iterative Reconstruction Solution: FIRST BODY standard), and DLR (Advanced Intelligent Clear-IQ Engine: AiCE BODY Standard). Moreover, FBP images were postprocessed with acquired DLIP (DLIPFBP) The DLIP has variable processing strengths from A1 to A9 [20]. Here, “A” denotes “adaptive” and indicates a function of noise reduction strength, and DLIPFBP strengths of 1, 4, and 9 were used in this study. It should be noted that the DLIP software used here was a prototype.
Object-specific spatial resolution
The task-based transfer function (TTF) was calculated to measure the object-specific spatial resolution corresponding to the contrast and image noise. A circular edge method was performed to acquire the TTF [21]. Two test rods were used with a CT number of approximately 955 HU (bone equivalent; high contrast) and 120 HU (acrylic; soft tissue contrast). Phantom images were prepared by subtracting the start image from the end image to perform an accurate alignment in a longitudinal direction, and it was confirmed without misregistration. To ensure the accuracy of radial profile measurements, an accurate alignment is important for the circular edge method. A region of interest (ROI) was placed around the test rod as shown in Fig. 1. Radial profiles from the center coordinates of the square ROI were automatically acquired. A one-dimensional edge spread function from radial edges across a test rod was synthesized and differentiated to obtain a line spread function. A total of 600 images (60 consecutive images × 10 times repeated acquisition) were acquired per scanning condition were acquired. These 600 images were processed, and an averaged image for each condition was measured [22]. TTF was measured for bone and acrylic material using CTmeasure software [23].
Noise characteristics
The CTP 486 module (uniformity section of CATPHAN) was scanned to analyze the noise characteristics corresponding to the spatial frequency, and the noise power spectrum (NPS) was calculated. A 128 × 128 square ROI was placed at the center of the acquired phantom images. The NPS was calculated using two-dimensional Fourier transform. Each dataset contained 60 consecutive uniform axial images within the CTP486 module. The NPS was averaged from 60 images for each dataset. The peak (fP; cycles/mm) and average (fA; cycles/mm) frequencies were calculated [24].
Low-contrast detectability
Low-contrast detectability was evaluated with the CTP515 module (low-contrast detectability section of Catphan) using a low-contrast object-specific contrast-to-noise ratio (CNRLO) as an index that reflects the contrast of the lesion, noise characteristics, and the frequency components corresponding to the lesion size [25]. The CNRLO could be calculated from the following equation, which incorporates the NPS:
where, ROIM and ROIB are CT values measured at the lesion and background ROI, respectively, and NPS (ū) is the NPS at the spatial frequency (ū). NPS (ū) represents the amount of noise at the spatial frequency that involves target lesion detection. The low-contrast signal (placed at ROIM) has a nominal contrast of 10 HU with a 5-mm diameter (Fig. 2). ū represents the spatial frequency that contributes most to detectability corresponding to the target lesion diameter. Then, NPS (ū) was calculated with a spatial frequency of 0.105 cycles/mm obtained from the above section.
Subtraction image measurement for structural changes
Structural changes between the FBP and the corresponding DLIPFBP were determined by subtracting the two images. Acquired ACR phantom images at the same slice location were subtracted between FBP and DLIPFBP images of A1, A4, and A9, respectively. Subtraction images were calculated from images scanned under low-dose conditions (3.9 mGy of CTDIvol). The area of interest of 400 mm2 (20 × 20 mm square) was placed at the four test rod materials (bone, air, polyethylene, and acrylic) enclosed in the ACR phantom to evaluate the slight change in CT value between FBP and DLIPFBP, and the CT value was measured. CT values were measured on 10 consecutive subtraction slices at each DLIP strength.
Typical image processing run time
To compare the run time for image reconstruction or processing, the times were measured for FBP, MBIR, DLR, and DLIPFBP. The time was measured with a slice thickness of 0.25 mm and FOV of 350 mm with 1,024 × 1,024 matrix. The run time of image processing was measured for 1000 images for each reconstruction obtained by scanning with Catphan phantom. Time measurements were performed thrice for each method. The time of DLIPFBP indicates the postprocessing only, and additional time is required to perform FBP reconstruction at a scanner console and transfer it to a workstation.
Results
Object-specific spatial resolution
Figure 3 shows the TTF calculated using three different algorithms for high- and low-contrast objects. Tables 1 and 2 summarizes the value of 50% TTF and 10% TTF. High-contrast TTFs with the standard dose of all reconstruction algorithms exceeded that of FBP, with MBIR exhibiting the highest value. In particular, the 10% TTF of DLIPFBP was improved by up to 71% compared to FBP under the ultralow-dose condition. Low-contrast TTFs were comparable to or lower than that of FBP for all doses.
Noise characteristics
Figure 4 shows the NPS results, and Tables 3 and 4 shows the fP and fA for each reconstruction algorithm. Conspicuous rise-up of NPS curve were observed at low spatial frequencies of < 0.1 mm−1 with DLIPFBP in low- and ultralow-dose. It was thought to be due to the increase in noise from streak artifacts corresponding to dose reduction as described in previous study [26]. Therefore, we recorded the fP value for DLIPFBP at the region of spatial frequency excluding rise-up. The fP and fA for DLIPFBP exhibited a slight shift in spatial frequency. DLIPFBP minimized the fP shift under all dose conditions; fP shifts toward lower spatial frequency were indicated up to 8.6% with an ultralow dose compared to the standard FBP dose. Most MBIR shifted in fP compared with FBP, with marked shifts of up to 49%. A structural change in the image texture is shown by the spatial frequency shift of fP and fA.
Low-contrast detectability
Figure 5 shows the CNRLO for each reconstruction algorithm acquired from different dose levels. The CNRLO improved in DLIPFBP depending on the dose and strength. Overall, MBIR, DLR, and DLIPFBP outperformed FBP in the same dose levels. A1 strength DLIPFBP showed a CNRLO equal to DLR in standard or low doses, whereas CNRLO of A4 and A9 strength DLIPFBP was greater than DLR. In contrast, the A1 and A4 strength of DLIPFBP indicated a CNRLO equal to or less than that of the DLR in ultralow doses.
Subtraction image measurement for structural changes
Figure 6 shows the images with FBP, DLIPFBP with three strength settings, and the corresponding subtraction. The obtained subtraction image from A1 showed no edge structure but only noise. Conversely, the subtraction images of A4 and A9 showed edge structures at the rods and phantom boundaries. Additionally, a slight change in CT value was observed for the two lower attenuation test rods (polyethylene and acrylic). The fluctuation of CT value measured by the subtraction image occurred in two rods with low attenuation according to the DLIPFBP strength, as shown in Fig. 7. Changes in CT values of the two rods exhibited a slight degradation in contrast. Contrast reduction was dependent on DLIP strength, with a maximum of 5.3 and 6.1 HU for polyethylene and acrylic, respectively.
Typical run time of image processing
The mean reconstruction or processing times and their standard deviations for FBP, MBIR, DLR, and DLIPFBP were 30 s ± 1 s, 19 min 47 ± 6 s, 2 min 33 ± 1 s, and 2 min 32 ± 6 s, respectively, where the time of DLIPFBP is for postprocessing only. Additional time is required to perform FBP reconstruction at a scanner console and transfer it to a workstation.
Discussion
To the best of our knowledge, this study is the first detailed assessment of the physical characteristics of a prototype DLIP software, FCT PixelShine. DLIPFBP may show image quality improvements comparable to commercially available DLRs.
The TTF of DLIPFBP showed different values depending on the radiation dose and contrast of the object. Nonlinear algorithms, such as MBIR and DLR, are known to exhibit different spatial resolution characteristics depending on the amount of noise and contrast [27, 28], and the object-specific task-based spatial resolution characteristics of DLIPFBP are similar to those of existing nonlinear algorithms. However, the 10% TTF of DLIPFBP corresponding to low-contrast objects was comparable to that of DBP and MBIR in standard dose acquisition; it indicated a higher value than that of MBIR and DLR in low- and ultra-low-dose acquisitions.
The NPS curve exhibited a dose-specific trend as shown in Fig. 4. The peaks of NPS curves with strengths A4 and A9 were lower than those of DLR at standard dose. Conversely, A4 was higher than that of DLR at low and ultralow doses. The fP or fA shift varied with dose and reconstruction algorithm and processing strength. fA shifts were up to 1.7%, 6.9%, 17.2%, 56.9%, and 53.4% for A1, A4, A9, MBIR, and DLR, respectively. The spatial frequency shift in fA would cause image texture changes relative to FBP. DLIPFBP exhibited significantly less spatial frequency shift compared to MBIR and DLR, indicating the possibility of obtaining images with noise texture close to FBP. However, the evaluated DLR was an algorithm developed using the precise MBIR quality as a supervised image [29]. The fA shift of DLR to standard-dose MBIR was up to 20.6%, which should be compared with MBIR rather than with FBP.
CNRLO indicated as an index of low-contrast detectability for 5 mm diameter lesions. The low-contrast detectability of DLIPFBP was comparable to or better than that of DLR at standard and low doses, but it was comparable to or lower than that of DLR at ultralow doses. CNRLO is an index that reflects the noise power value at the spatial frequency corresponding to the lesion diameter. Therefore, the detectability of DLIPFBP was improved compared to that of conventional FBP. In particular, the acquired A4 and A9 detectability at low dose was comparable to that of FBP at a standard dose.
The edge signals observed in the subtraction images posed a problem in noise reduction and maintaining image quality for tissue and structure boundaries. The higher strength of DLIPFBP at low doses may impair the image quality for diagnosis. Although the low-strength DLIPFBP image did not depict the edge signal, there was a limited noise reduction. Signal value measurements of subtraction images revealed that DLIPFBP slightly reduced the contrast of low attenuation objects. This tendency appeared at a low dose and higher strength settings in particular. The effect on clinical imaging is a topic for future study.
Our study has several limitations. First, this study conducted phantom studies with only limited tasks (e.g., image noise, object diameter, contrast, and lesion diameter). We have not assessed the effect of complex anatomy or patient diameter on image quality in vivo. Thus, in vivo clinical evaluation needs to be conducted in the future. Secondly, DLIPFBP was applied only to FBP images in this study although DLIP is applicable to all CT images, including MBIR or DLR images. If the other reconstruction is obtained and applied to DLIP, it may show a different noise texture. Third, the determined slice thickness, matrix, and FOV for the phantom acquisitions were limited. Measurements with thicker slice thicknesses and/or fewer pixels may be necessary. Fourth, a subjective observer test would be necessary to confirm the DLIPFBP performance. The quantitative evaluation results in this study would be provided as one of the pieces of evidence for those findings. Fifth, this study did not include the evaluation of artifacts because of low dose acquisition. At least, we did not observe any specific artifacts during the phantom experiments. However, the evaluation of artifacts may be required in the future. Finally, the DLIPFBP used herein was a prototype; hence, the results might differ from those obtained using commercial versions of the software.
Conclusion
A prototype DLIPFBP reduced the image noise while maintaining the resolution for high-contrast objects similar to commercially available MBIR and DLR. The significantly reduced spatial frequency shift of fA in DLIPFBP compared to that in MBIR and DLR contributed to the suppression of noise texture changes. The NPS suppression in the low-spatial frequency range effectively improved the low-contrast detectability of DLIPFBP compared to that of FBP. Evaluating the DLIPFBP performance in vivo is a subject for future work.
Data availability
The data that support the findings of this study are available from the corresponding author, AU, upon reasonable srequest.
References
Organisation for Economic Co-operation and Development (OECD). [Available from: https://data.oecd.org/healthcare/computed-tomography-ct-exams.htm]. Accessed 2 Aug 2023
Urikura A, Yoshida T, Matsubara K, Nomura K, Hoshino T, Takagi T (2023) Number of computed tomography scanners and regional disparities based on population and medical resources in Japan. Radiol Phys Technol. https://doi.org/10.1007/s12194-023-00725-2. (Epub ahead of print)
Goenka AH, Herts BR, Obuchowski NA, Primak AN, Dong F, Karim W et al (2014) Effect of reduced radiation exposure and iterative reconstruction on detection of low-contrast low-attenuation lesions in an anthropomorphic liver phantom: an 18-reader study. Radiology 272:154–163. https://doi.org/10.1148/radiol.14131928
Jensen CT, Wagner-Bartak NA, Vu LN, Liu X, Raval B, Martinez D et al (2019) Detection of colorectal hepatic metastases is superior at standard radiation dose CT versus reduced dose CT. Radiology 290:400–409. https://doi.org/10.1148/radiol.2018181657
Akai H, Kiryu S, Shibata E, Maeda E, Sato J, Tomizawa N et al (2016) Reducing CT radiation exposure with organ effective modulation: a retrospective clinical study. Eur J Radiol 85:1569–1573. https://doi.org/10.1016/j.ejrad.2016.06.008
Nam JG, Hong JH, Kim DS, Oh J, Goo JM (2021) Deep learning reconstruction for contrast-enhanced CT of the upper abdomen: similar image quality with lower radiation dose in direct comparison with iterative reconstruction. Eur Radiol 31:5533–5543. https://doi.org/10.1007/s00330-021-07712-4
Prakash P, Kalra MK, Kambadakone AK, Pien H, Hsieh J, Blake MA et al (2010) Reducing abdominal CT radiation dose with adaptive statistical iterative reconstruction technique. Investig radiol 45:202–210. https://doi.org/10.1097/RLI.ob013e3181dzfeec
Beister M, Kolditz D, Kalender WA (2012) Iterative reconstruction methods in X-ray CT. Phys Med 28:94–108. https://doi.org/10.1016/j.ejmp.2012.01.003
Desai G, Thabet A, Elias A, Sahani D (2013) Comparative assessment of three image reconstruction techniques for image quality and radiation dose in patients undergoing abdominopelvic multidetector CT examinations. Br J Radiol. https://doi.org/10.1259/bjr.20120161
Stiller W (2018) Basics of iterative reconstruction methods in computed tomography: a vendor-independent overview. Eur J Radiol 109:147–154. https://doi.org/10.1016/j.ejrad.2018.10.025
Mileto A, Guimaraes LS, McCollough CH, Fletcher JG, Yu L (2019) State of the art in abdominal CT: the limits of iterative reconstruction algorithms. Radiology 293:491–503. https://doi.org/10.1148/radiol.2019191422
Ohno Y, Yaguchi A, Okazaki T, Aoyagi K, Yamagata H, Sugihara N et al (2016) Comparative evaluation of newly developed model-based and commercially available hybrid-type iterative reconstruction methods and filter back projection method in terms of accuracy of computer-aided volumetry (CADv) for low-dose CT protocols in phantom study. Eur J Radiol 85:1375–1382. https://doi.org/10.1016/j.ejrad.2016.05.001
Pourjabbar S, Singh S, Kulkarni N, Muse V, Digumarthy SR, Khawaja RD et al (2015) Dose reduction for chest CT: comparison of two iterative reconstruction techniques. Acta Radiol 56:688–695. https://doi.org/10.1177/0284185114537256
Kawashima H, Ichikawa K, Matsubara K, Nagata H, Takata T, Kobayashi S (2019) Quality evaluation of image-based iterative reconstruction for CT: ccomparison with hybrid iterative reconstruction. J Appl Clin Medical Phys 20:199–205. https://doi.org/10.1002/acm2.12597
Watanabe S, Ichikawa K, Kawashima H, Kono Y, Kosaka H, Yamada K et al (2020) Image quality comparison of a nonlinear image-based noise reduction technique with a hybrid-type iterative reconstruction for pediatric computed tomography. Phys Med 76:100–108. https://doi.org/10.1016/j.ejmp.2020.06.015
Tian SF, Liu AL, Liu JH, Liu YJ, Pan JD (2019) Potential value of the PixelShine deep learning algorithm for increasing quality of 70 kVp+ASiR-V reconstruction pelvic arterial phase CT images. Jpn J Radiol 37:186–190. https://doi.org/10.1007/s11604-018-0798-0
Boedeker K (2019) AiCE deep learning reconstruction: bringing the power of ultra-high resolution CT to routine imaging. Canon Medical Systems Corporation. [Available from: https://es.medical.canon/wp-content/uploads/sites/20/2019/11/White-paper-Kirsten-Boedeker.pdf]. Accessed 2 Aug 2023
Hsieh J, Liu E, Nett B, Tang J, Thibault JB, Sahney S (2019) A new era of image reconstruction: TrueFidelity™. White Paper (JB68676XX), GE Healthcare. [Available from: https://www.gehealthcare.com.br/-/jssmedia/040dd213fa89463287155151fdb01922.pdf]. Accessed 2 Aug 2023
McCollough C, Bakalyar DM, Bostani M, Brady S, Boedeker K, Boone JM et al (2014) Use of water equivalent diameter for calculating patient size and size-specific dose estimates [SSDE] in CT: the Report of AAPM Task Group 220. AAPM Rep 2014:6–23
FUJIFILM. FCT PixelShine [Available from: https://asset.fujifilm.com/www/uk/files/2021-05/1f64fbb72811e1afea76c4fbc618bb19/Pixel_Shine.pdf]. Accessed 2 Aug 2023
Richard S, Husarik DB, Yadava G, Murphy SN, Samei E (2012) Towards task-based assessment of CT performance: system and object MTF across different reconstruction algorithms. Med Phys 39:4115–4122. https://doi.org/10.1118/1.4725171
Urikura A, Ichikawa K, Hara T, Nishimaru E, Nakaya Y (2014) Spatial resolution measurement for iterative reconstruction by use of image-averaging techniques in computed tomography. Radiol Phys Technol 7:358–366. https://doi.org/10.1007/s12194-014-0273-2
Ichikawa K CT measure: Japanese Society of CT Technology; [Available from: https://www.jsct-tech.org/en/]. Accessed 2 Aug 2023
Samei E, Bakalyar D, Boedeker KL, Brady S, Fan J, Leng S et al (2019) Performance evaluation of computed tomography systems: summary of AAPM Task Group 233. Med Phys 46:e735–e756. https://doi.org/10.1002/mp.13763
Urikura A, Hara T, Ichikawa K, Nishimaru E, Hoshino T, Yoshida T et al (2016) Objective assessment of low-contrast computed tomography images with iterative reconstruction. Phys Med 32:992–998. https://doi.org/10.1016/j.ejmp.2016.07.003
Hasegawa A, Ichikawa K, Morioka Y, Kawashima H (2022) A tin filter’s dose reduction effect revisited: using the detectability index in low-dose computed tomography for the chest. Phys Med 99:61–67. https://doi.org/10.1016/j.ejmp.2022.05.006
Higaki T, Nakamura Y, Zhou J, Yu Z, Nemoto T, Tatsugami F et al (2020) Deep learning reconstruction at CT: phantom study of the image characteristics. Acad Radiol 27:82–87. https://doi.org/10.1016/j.acra.2019.09.008
Racine D, Becce F, Viry A, Monnin P, Thomsen B, Verdun FR et al (2020) Task-based characterization of a deep learning image reconstruction and comparison with filtered back-projection and a partial model-based iterative reconstruction in abdominal CT: a phantom study. Phys Med 76:28–37. https://doi.org/10.1016/j.ejmp.2020.06.004
Nagayama Y, Oda S, Nakaura T, Tsuji A, Urata J, Furusawa M et al (2018) Radiation dose reduction at pediatric CT: use of low tube voltage and iterative reconstruction. Radiographics 38:1421–1440. https://doi.org/10.1148/rg.2018180041
Acknowledgements
This study was supported as a joint research project by FUJIFILM Corporation. A.U. is currently receiving a grant (JSPS KAKENHI Grant No. 22K15834). The authors are grateful to the radiological diagnosis staff of the National Cancer Center Hospital who supported this study.
Funding
This work was supported by FUJIFILM Corporation as a joint research project. Atsushi Urikura is currently receiving a grant (JSPS KAKENHI Grant No. 22K15834).
Author information
Authors and Affiliations
Contributions
All authors contributed to the study conception and design. Material preparation, data collection, and analysis were performed by SS, AU, and MM. The first draft of the manuscript was written by SS and AU and all authors commented on previous versions of the manuscript. All authors read and approved the final manuscript.
Corresponding author
Ethics declarations
Conflict of interest
Yuji Jibiki and Mami Yamashita are employees of FUJIFILM Corporation. The authors have no relevant financial or nonfinancial interests to disclose.
Ethical approval
This article does not contain any studies with human participants or animals performed by any of the authors.
Additional information
Publisher's Note
Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.
Rights and permissions
Springer Nature or its licensor (e.g. a society or other partner) holds exclusive rights to this article under a publishing agreement with the author(s) or other rightsholder(s); author self-archiving of the accepted manuscript version of this article is solely governed by the terms of such publishing agreement and applicable law.
About this article
Cite this article
Sato, S., Urikura, A., Mimatsu, M. et al. Physical characteristics of deep learning-based image processing software in computed tomography: a phantom study. Phys Eng Sci Med 46, 1713–1721 (2023). https://doi.org/10.1007/s13246-023-01331-7
Received:
Accepted:
Published:
Issue Date:
DOI: https://doi.org/10.1007/s13246-023-01331-7