next up previous contents index
Next: About this document ... Up: these Previous: Index   Contents   Index

Bibliography

1
R. Acar and C.R. Vogel.
Analysis of bounded variation penalty methods for ill-posed problems.
Inverse Problems, 10(6):1217-1229, 1994.

2
L.E. Adam, J. Zaers, H. Ostertag, H. Trojan, M.E. Bellemann, G. Brix, and W.J. Lorenz.
Performance evaluation of the whole-body pet scanner ECAT EXACT HR+.
In IEEE Nuclear Science Symposium, volume 2, pages 1270-1274. IEEE, November 1996.

3
A.N.Tikhonov and V.Y.Arsenin.
Solution of ill posed linear problems.
V.H. Winston and Sons, 1977.

4
M.J. Antoine.
Méthodologie de la détection individuelle d'activations cérébrales en TEP: Caractérisation statistique des images de bruit et introduction d'information anatomique.
PhD thesis, Université de Caen, Octobre 1996.

5
B.A. Ardekani., M. Braun., B.Hutton., and I. Kanno.
Quantification of brain function using PET., chapter 23, pages 113-117.
Academic Press, Inc., 1996.

6
G. Aubert, M.Barlaud, and P. Charbonnier.
Theorem for edge-preserving in computed imaging.
IEEE Trans. Image. Processing.(Submitted), 1994.

7
J.S. Barney, J.G. Rogers, R. Harrop, and H. Hoverath.
Object shape dependent scatter simulation for PET.
IEEE Trans. Nucl. Sci., 38(2):719-725, 1991.

8
F.J. Beekman, E.G.J. Eijkman, M.A. Viergever, G.F. Borm, and E.T.P. Slijpen.
Object shape dependent PSF model for SPECT imaging.
IEEE Trans. Nucl. Sci., 40:31-39, 1993.

9
B. Bendriem.
Effet de la diffusion Compton sur la quantification des données en TEP avec temps de vol.
PhD thesis, Institut National Polytechnique de Grenoble, 1985.

10
S.C. De Benedeti.
On the angular distance of two photons annihilation radiation.
Phys. Rev., 77:205-212, 1950.

11
M. Bergström, L. Eriksson, C. Bohm, G. Blomqvist, and J. Litton.
Correction for scattered radiation in a ring detector positron camera by integral transformation of the projections.
J. Comput. Assist. Tomogr., 7(1):42-50, 1983.

12
A. Blake and A. Zisserman.
Visual reconstruction.
Press series in artificial intelligence, 1987.

13
F. Bouchet.
Etude comparative et implémentation de méthodes de reconstruction d'images pour la TEP: intérêt de la prise en compte d'information a priori.
PhD thesis, Université de Caen, Septembre 1996.

14
C. Bouman and K. Sauer.
A generalized gaussian image model for edge-preserving MAP estimation.
IEEE Trans. Image. Processing., 2(3):296-310, July 1993.

15
R. Campagnolo.
Utilisation de la technique de temps de vol pour l'amélioration de l'imagerie en tomographie par positons.
PhD thesis, Institut National Polytechnique de Grenoble, 1980.

16
M.T. Chan, G.T. Herman, and E. Levitan.
A bayesian approach to PET reconstruction using image modeling gibbs priors: Implementation and comparison.
IEEE Trans. Nucl. Sci., 44(3):1347-1354, jume 1997.

17
P. Charbonnier.
Reconstruction d'images : régularisation avec prise en compte des discontinuités.
PhD thesis, Université de Nice-Sophia Antipolis, Septembre 1994.

18
Z.H. Cho, C.M. Chen, and S.Y. Lee.
Incremental algorithm. a new fast backprojection scheme for parallel beam geometries.
IEEE Trans. Med. Imaging., 9(2):207-217, June 1990.

19
J.J. Clark, M.R. Palmer, and P.D. Lawrence.
A transformation method for the reconstruction of functions from nonuniformly spaced samples.
IEEE Trans. Acoust. Speech. Signal. Processing., ASSP-33(4):1151-1165, october 1985.

20
J. Clément.
Reconstruction d'images en TEP. etude de l'algorithme de rétroprojection.
Master's thesis, Université de Caen. GREYC, October 1995.

21
J.G. Colsher.
Fully three-dimensional positron emission tomography.
Phys. Med. Biol., 25(1):103-115, 1980.

22
CRAY Research, inc.
CF77 Optimization Guide (SG-3773), 1994.

23
CRAY Research, inc.
Unicos Performance Utilities. Reference Manual (SR-2040), 1994.

24
M. Dahlbom, D.C. Yu, S.R. Cherry, A.Chatziioannou, and E.J. Hoffman.
Methods for improving image quality in whole body PET scanning.
IEEE Trans. Nucl. Sci., 39(4):1079-1083, 1992.

25
M.E. Daube-Witherspoon and G.Muehllehner.
Treatment of axial data in three-dimensional PET.
J. Nucl. Med., 28:1717-1724, 1987.

26
M. Defrise.
A factorization method for the 3D x-ray transform.
Inverse Problems, 11:983-994, 1995.

27
M. Defrise, A. Geissbuhler, and D.W. Townsend.
A performance study of 3D reconstruction algorithms for positron emission tomography.
Phys. Med. Biol., 39:305-320, 1994.

28
M. Defrise, P.E. Kinahan, and D.W. Townsend.
A new rebinning algorithm for 3D PET : Principle, implementation and performance.
In International Meeting on fully 3D image reconstruction in Radiology and Nuclear Medicine. IEEE, 1995.

29
M. Defrise, P.E. Kinahan, D.W. Townsend, C. Michel, M. Sibomana, and D.F. Newport.
Exact and approximate rebinning algorithms for 3-D PET data [in process citation].
IEEE Trans. Med. Imaging., 16(2):145-58, Apr 1997.

30
M. Defrise, D. W. Townsend, and R. Clack.
Three-dimensional image reconstruction from complete projections.
Phys. Med. Biol., 34(5):573-587, 1989.

31
A.P. Dempster, N.M. Laird, and D.B. Rubin.
Maximum likelihood from incomplete data via the EM algorithm.
Roy. J. Statis. Soc., 39:1-38, 1977.

32
S.E. Derenzo, H. Zaklad, and T.F. Budinger.
Analytical study of a high resolution positron ring detector system for transaxial reconstruction tomography.
J. Nucl. Med., 16(12):1166-1173, 1975.

33
M. Egger.
Fast Volume reconstruction in Positron Emission Tomography.
PhD thesis, Université de Lausanne, Mai 1996.

34
J.A. Fessler.
Penalized weighted least-squares image reconstruction for positron emission tomography.
IEEE Trans. Med. Imaging., 13(2):290-300, june 1994.

35
A.R. Formiconi, A. Pupi, and A. Passeri.
Compensation of spatial system response in SPECT with conjugate gradient reconstruction technique.
Physics in Medicine and Biology, 34:69-84, 1989.

36
D. Geman and C. Yang.
Nonlinear image recovery with half-quadratic regularization and FFT's.
preprint, march 1993.

37
S. Geman and D.E.McGlure.
Bayesian image analysis : an application to single photon emission tomography.
In Proc. Statist. Comput. Sect., pages 12-18, Washington, D.C., 1985. Amer. Statist. Assoc.

38
S. Geman and D. Geman.
Stochastic relaxation, gibbs distributions, and the bayesian restoration of images.
IEEE Trans. Pattern. Anal. Machine. Intell., PAMI-6(6):721-741, november 1984.

39
S. Geman and G. Reynolds.
Constrained restoration and the recovery of discontinuities.
IEEE Trans. Pattern. Anal. Machine. Intell., 14(3):367-383, march 1992.

40
G.H. Golub and C.F. Van Loan.
Matrix Computations.
Johns Hopkins University Press, 1993.

41
P.J. Green.
Bayesian reconstructions from emission tomography data using a modified EM algorithm.
IEEE Trans. Med. Imaging., 9(1):84-93, march 1990.

42
T. Hebert. and R. Leahy.
A generalized EM algorithm for 3D bayesian reconstruction frm poisson data using gibbs priors.
IEEE Trans. Med. Imaging., 8(2):194-202, 1989.

43
G.T. Herman and L.B. Meyer.
Algebraic reconstruction techniques can be made computationally efficient.
IEEE Trans. Med. Imaging., 12(3):600-609, September 1993.

44
M.R. Hestenes and E. Stiefel.
Methods of conjugate gradients for solving linear systems.
J. Res. Nat. Bur. Stand., 49:409-436, 1952.

45
E.J. Hoffman and M.E. Phelps.
An analysis of some physical aspects of positron transaxial tomography.
Comput. biol. med., 6:345-360, 1976.

46
S.C. Huang, E.J. Hoffman, M.E. Phelps, and D.E. Kuhl.
Quantitation in positron emission comuted tomography:2. effects of inaccurate attenuation correction.
J. Comput. Assist. Tomogr., 3:804-814, 1979.

47
W.F. Jones, L.G. Byars, and M.E. Casey.
Design of a super fast three dimensional projection system for positron emission tomography.
IEEE Trans. Nucl. Sci., 37:800-804, April 1990.

48
D.J. Kadrmas, E.C. Frey, and B.M.W. Tsui.
An SVD investigation of modeling scatter in multiple energy windows for improved SPECT images;.
IEEE Trans. Nucl. Sci., 43(4):2275-2284, 1996.

49
K. Kearfott, L. Caroll, and al.
PET attenation correction using retroprojection of measured transmission data.
J. Nucl. Med., 25:47, 1984.

50
P.E. Kinahan and J.S. Karp.
Figures of merite for comparing reconstruction algorithms with a volume-imaging PET scanner.
Phys. Med. Biol., 39:631-642, 1994.

51
P.E. Kinahan and J.G. Rogers.
Analytic 3D image reconstruction using all detected events.
IEEE Trans. Nucl. Sci., 36(1):964-968, 1990.

52
P.M. Koulibaly.
Régularisation et correction physiques en tomographie d'emission.
PhD thesis, Université de Nice-Sophia Antipolis, Octobre 1996.

53
D.S. Lalush and B.M.W. Tsui.
Simulation evaluation of gibbs prior distributions for use in maximum a posteriori SPECT reconstructions.
IEEE Trans. Med. Imaging., 11(2):267-275, june 1992.

54
K. Lange.
Convergence of EM image reconstruction algorithms with gibbs smoothing.
IEEE Trans. Med. Imaging., 9(4):439-446, december 1990.

55
K. Lange and R. Carson.
EM reconstruction algorithms for emission and transmission tomography.
J. Comput. Assist. Tomogr, 8(2):306-16, Apr 1984.

56
J.F. Lecomte.
Reconstruction d'images TEP par inversion directe.
Master's thesis, Université de Rennes I, 1995.

57
S. Legoupil.
Tomographie d'emission gamma à partir d'un nombre limité de détecteurs, appliquée à la visualisation d'écoulements.
PhD thesis, Université de Caen, Janvier 1997.

58
D.H. Lehmer.
Mathematical methods in large scale computing units.
Harvard University Press, Cambridge, 1951.

59
M.J. Lercher and K. Wienhard.
Scatter correction in 3D PET.
IEEE Trans. Med. Imaging., 13(4):649-657, 1994.

60
E. Levitan and G.T. Herman.
A maximum a posteriori probability expectation maximisation algorithm for image reconstruction in emission tomography.
IEEE Trans. Med. Imaging., 6(3):185-191, september 1987.

61
R.M. Lewitt.
Multidimensional digital image representations using Kaiser-Bessel window functions.
J. Opt. Soc. Am., pages 1834-1846, 1990.

62
R.M. Lewitt.
Alternatives to voxels for image representation in iterative reconstruction algorithms.
Phys. Med. Biol., 37(3):705-716, 1992.

63
R.M. Lewitt, G. Muehllehner, and J.S. Karp.
Three-dimensional image reconstruction for PET by multi-slice rebinning and axial image filtering.
Phys. Med. Biol., 39:321-339, 1994.

64
J. Mas, F. Abi-Ayad, R. Ben Younes, A. Pousse, and R. Bidet.
Fantøme numérique et simulation de monte-carlo.
Médecine Nucléaire, 19:5-19, 1995.

65
B.T.A. McKee, A.T. Gurvey, P.J. Harvey, and D.C. Howse.
A deconvolution scatter correction for a 3D PET system.
IEEE Trans. Med. Imaging., 11(4):560-569, 1992.

66
F. Natterer.
The mathematics of computerized Tomography.
Wiley, 1986.

67
K. Ogawa, Y. Harata, T. Ichihara, A. Kubo, and S. Hashimoto.
A practical method for position dependent compton scatter correction in SPECT.
IEEE Trans. Med. Imaging., 10(3):408-412, 1991.

68
K. Ogawa and S. Maeda.
A Monte Carlo method using octree structure in photon and electron transport.
IEEE Trans. Nucl. Sci., 42(6):2322-2326, 1995.

69
J.M. Ollinger.
Model-based scatter correction for fully 3D PET.
Phys. Med. Biol., 41:153-176, 1996.

70
S.S. Orlov.
Theory of three-dimensional reconstruction.
Sov. Phys. Crystallogr., 20(3):312-432, 1975.

71
H. Ostertag, W.K. Kübler, J. Doll, and W.J. Lorenz.
Measured attenuation correction methods.
Eur. J. Nucl. Med., 15:722-726, 1989.

72
X. Ouyang, W.H. Wong, V.E. Johnson, X. Hu, and C.T. Chen.
Incorporation of correlated structural images in PET image reconstruction.
IEEE Trans. Med. Imaging., 13(4):627-640, 1994.

73
Colombino P, B. Fiscella, and L. Trossi.
Study of positronium in water and ice from 22 to -144C by annihilation quanta measurement.
Il nuovo cimento, 38(2):707-723, 1965.

74
A.M.J Paans and D.W. Lamotte.
Sensitivity and cross calibration.
Eur. J. Nucl. Med., 15:756-760, 1989.

75
S.X. Pan and A.C. Kak.
A computational study of reconstruction algorithms for diffraction tomography: Interpolation versus filtered backprojection.
31:1262-1275, 1983.

76
E. Paraf.
Modélisation par la méthode de Monte-Carlo du dispositif de détection pour une caméra à positons.
PhD thesis, Institut National Polytechnique de Grenoble, 1994.

77
P. Perona and J. Malik.
Scale-space and edge detection using anisotropic diffusion.
IEEE Trans. Pattern. Anal. Machine. Intell., 12(7):629-639, july 1990.

78
T.M. Peters.
Algorithms for fast back- and re-projection in computed tomography.
IEEE Trans. Nucl. Sci., 28(4):3641-3647, August 1981.

79
W.H. Press, S.A. Teulosky, W.T. Vetterling, and B.P. Flannery.
Numerical Recipes in C, The art of scientific computing.
Cambridge Univerity Press, second edition edition, 1992.

80
A. Reilhac.
Simulation réaliste d´images tep. validation sur tomographe 3D.
Master's thesis, ESIREM, June 1997.

81
R.W. Rowe and S. Dai.
A pseudo-poisson noise model for simulation of positron emission tomographic projection data.
Med. Phys., 19(4):1113-9, Jul-Aug 1992.

82
R.R. Schultz and R.L. Stevenson.
Stochastic modeling and estimation of multispectral image data.
IEEE Trans. Image. Processing.(submitted), 1993.

83
L. Shao and J. S. Karp.
Cross-plane scattering correction-point source deconvolution in PET.
IEEE Trans. Med. Imaging., 10(3):234-239, 1991.

84
L.A. Shepp and B. Logan.
The Fourier reconstruction of a head section.
IEEE Trans. Nucl. Sci., 21:21-43, 1974.

85
M.F. Smith, C.E. Floyd, R.J. Jaszczak, and R.E. Coleman.
Reconstruction of SPECT images using generalized matrix inverses.
IEEE Trans. Med. Imaging., 11(2):165-175, 1992.

86
J. Spinks, R. Guzzardi, and C.R. Bellina.
Measurement of resolution and recovery in recent generation positron tomgraphs.
Eur. J. Nucl. Med., 15:750-755, 1989.

87
H. Stark, J.W. Woods ans I. Paul, and R. Hingorani.
An investigation of computerized tomography by direct fourier inversion and optimum interpolation.
IEEE Trans. Biomed. Eng., BME-28:495-505, 1981.

88
H. Stark, J.W. Woods, I. Paul, and R. Hingorani.
Direct fourier reconstruction in computer tomography.
IEEE Trans. Acoust. Speech. Signal Processing., 29:237-245, 1981.

89
C.W. Stearns, D.A. Chesler, and G.L. Brownell.
Three-dimensional reconstruction in the Fourier domain.
IEEE Trans. Nucl. Sci., 36:374-378, 1987.

90
C.W. Stearns, D.A. Chesler, and G.L. Brownell.
Accelerated image reconstruction for a cylindrical positron tomograph using Fourier domain methods.
IEEE Trans. Nucl. Sci., 37:773-777, 1990.

91
C.W. Stearns and D.C. Wack.
A noise equivalent counts approach to transmission imaging and source design.
IEEE Trans. Med. Imaging., 12(2):287-292, june 1993.

92
O.N. Strand.
Theory and methods related to the singular function expansion and Landweber's iteration for integral equations of the first kind.
SIAM J. Num. Anal., 11(4):798-825, 1974.

93
S.C. Strother, M.E. Casey, and al.
Measuring PET scanner sensitivity relating count rates to image signal to noise ratios using noise equivalent counts.
IEEE Trans. Nucl. Sci., 37:783-788, 1990.

94
J.O. Sullivan.
A fast sinc function gridding algorithm for fourier inversion in computer tomograph.
IEEE Trans. Med. Imaging., MI-4(4):200-207, december 1985.

95
M.M. Ter-Pogossian, M.E Phelps, and al.
A positron emission transaxial tomograph for nuclear imaging (PETT).
Radiology, 114:89-98, 1975.

96
C.J. Thomson and T.M. Peters.
A fractionnal adress accumulator for fast backprojection.
IEEE Trans. Nucl. Sci., 28(4):3648-3650, August 1981.

97
Y. Vardi, A. Shepp, and L. Kaufman.
A statistical model for positron emission tomography.
J. Amer. Stat. Assoc., 80:8-37, 1985.

98
C.C. Watson, D. Newport, and M.E. Casey.
A single scatter simulation technique for scatter correction in 3D PET.
In International Meeting on fully 3D image reconstruction in Radiology and Nuclear Medicine. IEEE, 1995.

99
R.P. Woods, S.R. Cherry, and J.C. Mazziota.
MRI-PET registration with automated algorithm.
Journal of Computer assisted Tomography, 16(4):620-633, 1992.

100
R.P. Woods, J.C. Mazziota, and S.R. Cherry.
Mri-pet registration with automated algorithm.
J. Comput. Assist. Tomogr., 17(4):536-546, 1993.

101
Z.H.Cho and al.
Positron range obtained from biomedically important positron emitting radionuclides.
J. Nucl. Med., 16(12):1174-1176, 1975.



Lecomte Jean François 2002-09-07