Abstract
SIGNIFICANCE: Frequency-domain diffuse optical tomography (FD-DOT) could enhance clinical breast tumor characterization. However, conventional diffuse optical tomography (DOT) image reconstruction algorithms require case-by-case expert tuning and are too computationally intensive to provide feedback during a scan. Deep learning (DL) algorithms front-load computational and tuning costs, enabling high-speed, high-fidelity FD-DOT.
AIM: We aim to demonstrate a simultaneous reconstruction of three-dimensional absorption and reduced scattering coefficients using DL-FD-DOT, with a view toward real-time imaging with a handheld probe.
APPROACH: A DL model was trained to solve the DOT inverse problem using a realistically simulated FD-DOT dataset emulating a handheld probe for human breast imaging and tested using both synthetic and experimental data.
RESULTS: Over a test set of 300 simulated tissue phantoms for absorption and scattering reconstructions, the DL-DOT model reduced the root mean square error by 12 % ± 40 % and 23 % ± 40 % , increased the spatial similarity by 17 % ± 17 % and 9 % ± 15 % , increased the anomaly contrast accuracy by 9 % ± 9 % ( μ a ), and reduced the crosstalk by 5 % ± 18 % and 7 % ± 11 % , respectively, compared with model-based tomography. The average reconstruction time was reduced from 3.8 min to 0.02 s for a single reconstruction. The model was successfully verified using two tumor-emulating optical phantoms.
CONCLUSIONS: There is clinical potential for real-time functional imaging of human breast tissue using DL and FD-DOT.
Original language | English |
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Article number | 076004 |
Number of pages | 21 |
Journal | Journal of Biomedical Optics |
Volume | 29 |
Issue number | 7 |
DOIs | |
Publication status | Published - 19 Jul 2024 |
Bibliographical note
© 2024 The Authors.Keywords
- Tomography, Optical/methods
- Deep Learning
- Humans
- Phantoms, Imaging
- Image Processing, Computer-Assisted/methods
- Algorithms
- Breast Neoplasms/diagnostic imaging
- Breast/diagnostic imaging
- Female
- Imaging, Three-Dimensional/methods