Persistent URL of this record https://hdl.handle.net/1887/3277969
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Deep learning for tomographic reconstruction with limited data
Usually, a series of projection images (e.g.\ X-ray images) is acquired from a range of different positions.
from these projection images, a reconstruction of the object's interior is computed. Many advanced applications require fast acquisition, effectively limiting the number of projection images and imposing a level of noise on these images. These limitations result in artifacts (deficiencies) in the reconstructed images. Recently, deep neural networks have emerged as a powerful technique to remove these limited-data artifacts from reconstructed images, often outperforming
conventional state-of-the-art techniques. To perform this task, the networks are typically trained on a dataset of paired low-quality and high-quality images of similar objects. This is a major obstacle to their use in many practical applications. In this thesis, we explore techniques to employ...Show moreTomography is a powerful technique to non-destructively determine the interior structure of an object.
Usually, a series of projection images (e.g.\ X-ray images) is acquired from a range of different positions.
from these projection images, a reconstruction of the object's interior is computed. Many advanced applications require fast acquisition, effectively limiting the number of projection images and imposing a level of noise on these images. These limitations result in artifacts (deficiencies) in the reconstructed images. Recently, deep neural networks have emerged as a powerful technique to remove these limited-data artifacts from reconstructed images, often outperforming
conventional state-of-the-art techniques. To perform this task, the networks are typically trained on a dataset of paired low-quality and high-quality images of similar objects. This is a major obstacle to their use in many practical applications. In this thesis, we explore techniques to employ deep learning in advanced experiments where measuring additional objects is not possible.
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- All authors
- Hendriksen, A.A.
- Supervisor
- Batenburg, K.J.
- Co-supervisor
- Pelt, D.M.
- Committee
- Haas, F.A.J. de; Luijk, R.M. van; Grünwald, P.D.; Lieveveldt, B.P.F.; Marone Welford, F.; Öktem, O.
- Qualification
- Doctor (dr.)
- Awarding Institution
- Mathematical Institute (MI), Faculty of Science, Leiden University
- Date
- 2022-03-03
Funding
- Sponsorship
- Financial support was provided by the Netherlands Organisation for Scientific Research (NWO), programme 639.073.506