Utility of U-Net for the objective segmentation of the fibroglandular tissue region on clinical digital mammograms.

U-Net breast density digital mammogram fibroglandular tissue mean glandular dose segmentation

Journal

Biomedical physics & engineering express
ISSN: 2057-1976
Titre abrégé: Biomed Phys Eng Express
Pays: England
ID NLM: 101675002

Informations de publication

Date de publication:
30 06 2022
Historique:
received: 15 02 2022
accepted: 21 06 2022
pubmed: 22 6 2022
medline: 6 7 2022
entrez: 21 6 2022
Statut: epublish

Résumé

This study investigates the equivalence or compatibility between U-Net and visual segmentations of fibroglandular tissue regions by mammography experts for calculating the breast density and mean glandular dose (MGD). A total of 703 mediolateral oblique-view mammograms were used for segmentation. Two region types were set as the ground truth (determined visually): (1) one type included only the region where fibroglandular tissue was identifiable (called the 'dense region'); (2) the other type included the region where the fibroglandular tissue may have existed in the past, provided that apparent adipose-only parts, such as the retromammary space, are excluded (the 'diffuse region'). U-Net was trained to segment the fibroglandular tissue region with an adaptive moment estimation optimiser, five-fold cross-validated with 400 training and 100 validation mammograms, and tested with 203 mammograms. The breast density and MGD were calculated using the van Engeland and Dance formulas, respectively, and compared between U-Net and the ground truth with the Dice similarity coefficient and Bland-Altman analysis. Dice similarity coefficients between U-Net and the ground truth were 0.895 and 0.939 for the dense and diffuse regions, respectively. In the Bland-Altman analysis, no proportional or fixed errors were discovered in either the dense or diffuse region for breast density, whereas a slight proportional error was discovered in both regions for the MGD (the slopes of the regression lines were -0.0299 and -0.0443 for the dense and diffuse regions, respectively). Consequently, the U-Net and ground truth were deemed equivalent (interchangeable) for breast density and compatible (interchangeable following four simple arithmetic operations) for MGD. U-Net-based segmentation of the fibroglandular tissue region was satisfactory for both regions, providing reliable segmentation for breast density and MGD calculations. U-Net will be useful in developing a reliable individualised screening-mammography programme, instead of relying on the visual judgement of mammography experts.

Identifiants

pubmed: 35728581
doi: 10.1088/2057-1976/ac7ada
doi:

Types de publication

Journal Article Research Support, Non-U.S. Gov't

Langues

eng

Sous-ensembles de citation

IM

Informations de copyright

© 2022 IOP Publishing Ltd.

Auteurs

Mika Yamamuro (M)

Radiology Center, Kindai University Hospital, 377-2, Ono-higashi, Osaka-sayama, Osaka 589-8511, Japan.
Graduate School of Health Sciences, Niigata University, 2-746, Asahimachidori, Chuouku, Niigata 951-8518, Japan.

Yoshiyuki Asai (Y)

Radiology Center, Kindai University Hospital, 377-2, Ono-higashi, Osaka-sayama, Osaka 589-8511, Japan.

Naomi Hashimoto (N)

Radiology Center, Kindai University Hospital, 377-2, Ono-higashi, Osaka-sayama, Osaka 589-8511, Japan.

Nao Yasuda (N)

Radiology Center, Kindai University Hospital, 377-2, Ono-higashi, Osaka-sayama, Osaka 589-8511, Japan.

Hiorto Kimura (H)

Radiology Center, Kindai University Hospital, 377-2, Ono-higashi, Osaka-sayama, Osaka 589-8511, Japan.

Takahiro Yamada (T)

Division of Positron Emission Tomography Institute of Advanced Clinical Medicine, Kindai University, 377-2, Ono-higashi, Osaka-sayama, Osaka 589-8511, Japan.

Mitsutaka Nemoto (M)

Department of Computational Systems Biology, Kindai University Faculty of Biology-Oriented Science and Technology, 930, Nishimitani, Kinokawa, Wakayama 649-6433, Japan.

Yuichi Kimura (Y)

Department of Computational Systems Biology, Kindai University Faculty of Biology-Oriented Science and Technology, 930, Nishimitani, Kinokawa, Wakayama 649-6433, Japan.

Hisashi Handa (H)

Department of Informatics, Kindai University Faculty of Science and Engineering, 3-4-1, Kowakae, Higashi-osaka, Osaka 577-8502, Japan.

Hisashi Yoshida (H)

Department of Computational Systems Biology, Kindai University Faculty of Biology-Oriented Science and Technology, 930, Nishimitani, Kinokawa, Wakayama 649-6433, Japan.

Koji Abe (K)

Department of Informatics, Kindai University Faculty of Science and Engineering, 3-4-1, Kowakae, Higashi-osaka, Osaka 577-8502, Japan.

Masahiro Tada (M)

Department of Informatics, Kindai University Faculty of Science and Engineering, 3-4-1, Kowakae, Higashi-osaka, Osaka 577-8502, Japan.

Hitoshi Habe (H)

Department of Informatics, Kindai University Faculty of Science and Engineering, 3-4-1, Kowakae, Higashi-osaka, Osaka 577-8502, Japan.

Takashi Nagaoka (T)

Department of Computational Systems Biology, Kindai University Faculty of Biology-Oriented Science and Technology, 930, Nishimitani, Kinokawa, Wakayama 649-6433, Japan.

Seiun Nin (S)

Department of Radiology, Kindai University Faculty of Medicine, 377-2, Ono-higashi, Osaka-sayama, Osaka 589-8511, Japan.

Kazunari Ishii (K)

Department of Radiology, Kindai University Faculty of Medicine, 377-2, Ono-higashi, Osaka-sayama, Osaka 589-8511, Japan.

Yohan Kondo (Y)

Graduate School of Health Sciences, Niigata University, 2-746, Asahimachidori, Chuouku, Niigata 951-8518, Japan.

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