RADONOVA TRANSFORMACIJA U TOMOGRAFSKOJ REKONSTRUKCIJI SLIKA
DOI:
https://doi.org/10.24867/05JV01VeleckovicKljučne reči:
Tomografija, Radonova transformacija, Kompjuterska tomografijaApstrakt
U ovom radu su analizirane osobine Radonove transformacije i njena primena u tomografskoj rekonstrukciji slika. U eksperimentalnom delu su prikazani i analizirani rezultati rekonstrukcije realizovane u Matlab programskom paketu.
Reference
[1] G. T. Herman, A. Kuba, “Discrete Tomography”, Springer Science, USA, 1999
[2] E. Barcucci, A. D. Lungo, M. Nivat, R. Pinzani, “Reconstructing convex polyominoes from their horizontal and vertical projections”, Theoretical Computer Science, pp. 321-347, 1996
[3] H. Gabor, “Fundamentals of computerized tomograohy: image reconstruction from projections”, Springer Science, USA, 2009
[4] J. Radon, “On the determination of functions from their integral values along certain manifolds”, IEEE Transactions on Medical Imaging, 1986.
[5] S.Webber, Discrete Tomography by Covex - Concave Regularization using Linear and Quadratic Optimization, Doctor thesis, University of Heidelberg, 2009.
[2] E. Barcucci, A. D. Lungo, M. Nivat, R. Pinzani, “Reconstructing convex polyominoes from their horizontal and vertical projections”, Theoretical Computer Science, pp. 321-347, 1996
[3] H. Gabor, “Fundamentals of computerized tomograohy: image reconstruction from projections”, Springer Science, USA, 2009
[4] J. Radon, “On the determination of functions from their integral values along certain manifolds”, IEEE Transactions on Medical Imaging, 1986.
[5] S.Webber, Discrete Tomography by Covex - Concave Regularization using Linear and Quadratic Optimization, Doctor thesis, University of Heidelberg, 2009.
##submission.downloads##
Objavljeno
2019-11-28
Broj časopisa
Rubrika
Matematika u tehnici
