![]() |
Utah Center for Advanced Imaging Research |
|---|---|
![]() |
|---|
![]() |
![]() |
![]() |
![]() |
![]() |
![]() |
![]() |
![]() |
![]() |
![]() |
![]() |
Frederic Noo, Ph.D. REVIEWED PUBLICATIONS F. Noo , C. Bernard, F. X. Litt, P. Marchot. 1996. “A comparison between Filtered Backprojection Algorithm and Direct Algebraic Method in Fan Beam C. T.” Signal Processing, 41(3), 191-200. F. Noo , R. Clack, M . Defrise. 1997. “Cone-beam Reconstruction from General Discrete Vertex Sets using Radon Rebinning Algorithms.” IEEE Transactions on Nuclear Science , 44(3), 1309-1316. F. Noo , M. Defrise, R. Clack. 1998. “Direct Reconstruction of Cone-beam Data Acquired with a Vertex Path Containing a Circle.” IEEE Transactions on Image Processing , 7, 854-867. F. Noo , R. Clack, T. A. White, T. J. Roney. 1998. “The Dual-ellipse Cross Vertex Path for Exact Reconstruction of Long Objects in Cone-beam Tomography.” Physics in Medicine and Biology , 43, 797-810. H. Kudo, F. Noo , M. Defrise. 1998. “Cone-beam Filtered-backprojection Algorithm for Truncated Helical Data.” Physics in Medicine and Biology , 43, 2885-2909. F. Noo , M. Defrise, R. Clackdoyle. 1999. “Single-slice Rebinning Method for Helical Cone-beam C. T.” Physics in Medicine and Biology , 44, 561-570. H. Kudo, S. Park, F. Noo , M. Defrise. 1999. “Performance of Quasi-exact Cone-beam Filtered Backprojection Algorithm for Axially Truncated Helical Data.” IEEE Transactions on Nuclear Sciences , 46, 608-617. R. Clackdoyle, M. Defrise, F. Noo . 1999. “Early results on General Vertex Sets and Truncated Projections in Cone-Beam Tomography.” Computational Radiology and Imaging: therapy and diagnostics, eds C. Börgers and F. Natterer, IMA Volumes in Mathematics and its Applications , 110, (1999), 113-135. T. A. Hewitt, B. T. McKee, F. Noo , R. Clackdoyle, M. J. Chamberlain. 1999. “Characterization of a Pinhole Tomograph with 180-Degree Acquisition.” IEEE Transactions on Nuclear Sciences , 46, 1093-1099. C. Mennessier, F. Noo , R. Clackdoyle, G. Bal, L. Desbat. 1999. “Attenuation Correction in SPECT using Consistency Conditions for the Exponential Ray Transform.” Physics in Medicine and Biology , 44(10), 2483-2510. C. Mennessier, F. Noo, R. Clackdoyle, G. Bal, L. Desbat. 1999. “Attenuation Correction in SPECT using Consistency Conditions for the Exponential Ray Transform”. Physics in Medicine and Biology , 45(3), 623-643. R. Ramlau, R. Clackdoyle, F. Noo , G. Bal. 2000. “Accurate Attenuation Correction in SPECT Imaging using Optimization of Bilinear Functions and Assuming an Unknown Spatially-Varying Attenuation Distribution.” Zeitschrift fur Angewandte Mathematik und Mechanik , 80(9), 613-621. M. Defrise, F. Noo , H. Kudo. 2000. “A Solution to the Long-object Problem in Helical Cone-beam Tomography.” Physics in Medicine and Biology , 45(3), 623-643. S. Schaller, F. Noo , F. Sauer, K. C. Tam, G. Lauritsch, T. Flohr. 2000. “Exact Radon Rebinning Algorithm for the Long Object Problem in Helical Cone-beam C.T.” IEEE Trans on Medical Imaging, 19(5), 361-375. H. Kudo, F. Noo , M. Defrise. 2000. “Quasi-Exact Filtered Backprojection Algorithm for Long-Object Problem in Helical Cone-Beam Tomography.” IEEE Transactions on Medical Imaging, 19(9), 902-921. F. Noo , R. Clackdoyle, C. Mennessier, T. A. White, T. J. Roney. 2000. “Analytic Method Based on Identification of Ellipse Parameters for Scanner Calibration in Cone-beam Tomography.” Physics in Medicine and Biology , 45, 3489-3508. K. Sourbelle, G. Lauritsch, K. C. Tam, F. Noo , and W. A. Kalender. 2001. “Performance evaluation of local ROI algorithms for exact ROI reconstruction in spiral cone-beam computed tomography.” IEEE Transactions on Nuclear Science , 48(3), 697-702. J.-M. Wagner, F. Noo . 2001. “Three-Dimensional Image Reconstruction from Exponential Parallel-Beam Projections.” IEEE Transactions on Nuclear Science , 48(3), 743-749. F. Noo , J.-M. Wagner. 2001. “Image Reconstruction in 2D SPECT with 180-Degree Acquisition.” Inverse Problems , 17(5), 1357-1372. Wagner J-M, Noo F , Clackdoyle R. “3-D Image Reconstruction from Exponential X-ray Projections using Neumann Series ”. IEEE International Conference on Acoustics, Speech and Signal Processing. Proceedings (Cat. No. 01CH37221 ). 3:2017-2020. Noo F , Clackdoyle R, Wagner J-M. “ 3D image reconstruction from exponential x-ray projections: a completeness condition and an inversion formula” . Conference Record of the 2001 IEEE Nuclear Science Symposium and Medical Imaging Conference, San Diego, CA. IEEE Service Center , Vol 3, 1725-1726, 2002. M. Defrise, F. Noo , H. Kudo. 2001. “Rebinning-based algorithms for helical cone-beam CT.” Physics in Medicine and Biology , 46(11):2911-37. Wagner, J-M, Noo F , Clackdoyle R. 2002. “ Exact Inversion of the Exponential X-Ray Transform for RSH SPECT” . Phys. Med. Biol . 47:2713-2726. Noo F , Clackdoyle R, Wagner J-M. 2002. “ Inversion of the 3-D Exponential X-Ray Transform for a Semi Equatorial Band”. Phys. Med. Biol . 47:2727-2735. Noo F , Defrise M, Clackdoyle R, Kudo H. 2002. “ Image reconstruction from fan-beam projections on less than a short-scan”. Phys. Med. Biol. 47:2525-2546. Kudo H, Noo F , Defrise M, Clackdoyle R: New Super-Short-Scan Algorithms for Fan-Beam and Cone-Beam Reconstruction . Conference Record of the 2002 IEEE Nuclear Science Symposium and Medical Imaging Conference, Norfolk VA. IEEE Service Center (to appear). Noo F , Heuscher D: Image Reconstruction from cone-Beam Data on a Circular Short-Scan . Medical Imaging 2002: Image Processing. SPIE Proceedings, Vol 4684 (in press). Wagner J-M, Noo F , Clackdoyle R, Bal G, Christian P. “ Attenuation Correction for Rotating Slant-Hole (RSH) SPECT using Exact Rebinning” . IEEE Trans. on Nucl. Sci . (to appear February 2003).
|
|---|
|