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Tomography

Computed tomography (CT)

Discrete tomographic reconstruction from deliberately motion blurred X-ray projections

W. Van Aarle, Cant, J., De Beenhouwer, J., and Sijbers, J., “Discrete tomographic reconstruction from deliberately motion blurred X-ray projections”, in 6th Conference on Industrial Computed Tomography, Wels, Austria, 2016, pp. 1-6.

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An Alignment Method for Fan Beam Tomography

F. Bleichrodt, De Beenhouwer, J., Sijbers, J., and Batenburg, K. J., “An Alignment Method for Fan Beam Tomography”, in International Conference on Tomography of Materials and Structures (ICTMS), 2013, pp. 103-107.

Partially discrete magnetic resonance tomography

G. Ramos-Llordén, Segers, H., Palenstijn, W. J., den Dekker, A. J., and Sijbers, J., “Partially discrete magnetic resonance tomography”, in 2015 IEEE International Conference on Image Processing (ICIP), 2015, pp. 1653-1657.

Towards In Loco X-ray Computed Tomography

A. Dabravolski, “Towards In Loco X-ray Computed Tomography”, 2015.

Model-based iterative reconstruction algorithms for computed tomography

G. Van Eyndhoven, “Model-based iterative reconstruction algorithms for computed tomography”, 2015.

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A dynamic region estimation method for cerebral perfusion CT

G. Van Eyndhoven, De Beenhouwer, J., and Sijbers, J., “A dynamic region estimation method for cerebral perfusion CT”, in 6th International Conference on Optical Measurement Techniques for Structures and Systems (OPTIMESS), 2016, pp. 331-342.

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Quantitative 3D analysis of huge nanoparticle assemblies

D. Zanaga, Bleichrodt, F., Altantzis, T., Winckelmans, N., Palenstijn, W. J., Sijbers, J., van Nijs, B., van Huis, M. A., van Blaaderen, A., Sánchez-Iglesias, A., Liz-Marzán, L. M., Batenburg, K. J., Bals, S., and Van Tendeloo, G., “Quantitative 3D analysis of huge nanoparticle assemblies”, Nanoscale, vol. 8, no. 1, pp. 292-299, 2015.

Dynamic flat field correction in X-ray computed tomography

V. Van Nieuwenhove, De Beenhouwer, J., and Sijbers, J., “Dynamic flat field correction in X-ray computed tomography”, in Optimess conference, 2016, Antwerp.

A fast 4D CT reconstruction algorithm for affine deforming objects

V. Van Nieuwenhove, De Beenhouwer, J., and Sijbers, J., “A fast 4D CT reconstruction algorithm for affine deforming objects”, Applied inverse problems conference. 2015.

Dynamic intensity normalization using eigen flat fields in X-ray imaging

V. Van Nieuwenhove, De Beenhouwer, J., De Carlo, F., Mancini, L., Marone, F., and Sijbers, J., “Dynamic intensity normalization using eigen flat fields in X-ray imaging”, Optics Express, vol. 23, no. 21, pp. 27975-27989, 2015.

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Download Matlab code

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