DocumentCode
304806
Title
Implementing of maximum likelihood in tomographical coded aperture
Author
Berrim, Selma ; Lansiart, Alain ; Moretti, Jean-Luc
Author_Institution
Hopital Avicenne, Bobigny, France
Volume
1
fYear
1996
fDate
16-19 Sep 1996
Firstpage
745
Abstract
We performed investigations in coded aperture to improve the spatial and depth resolution. Coded aperture imaging has demonstrated a good efficacy, specially concerning its sensitivity. It consists in photon emission encoding through a specific collimator. Such a collimator includes several pinholes distributed on an opaque lead plate. The pattern of hole distribution used is based on a Singer array. Decoding is by reconstruction of nine tomographic slices from one single acquisition. The maximum likelihood method (MLE) was used. In this approach, acquired measurements are considered as random variables. The maximization of the likelihood function is obtained by the expectation-maximization (EM) algorithm. Our study gave the following preliminary results. The maximum likelihood method improved the spatial resolution of the slices. The noise introduced by the reconstruction process is also clearly reduced. The depth resolution improved but was still not sufficient for clinical imaging. Our results underline the imaging problems resulting from a restricted view angle acquisition
Keywords
image coding; image reconstruction; image resolution; maximum likelihood decoding; maximum likelihood estimation; medical image processing; single photon emission computed tomography; MLE; SPECT; Singer array; clinical imaging; coded aperture imaging; collimator; depth resolution; expectation-maximization algorithm; imaging problems; likelihood function; maximum likelihood; maximum likelihood method; measurements; noise reduction; photon emission encoding; pinhole distribution; random variables; restricted view angle acquisition; spatial resolution; tomographic slices reconstruction; tomographical coded aperture; Apertures; Encoding; Image reconstruction; Maximum likelihood decoding; Maximum likelihood estimation; Noise reduction; Optical collimators; Random variables; Spatial resolution; Tomography;
fLanguage
English
Publisher
ieee
Conference_Titel
Image Processing, 1996. Proceedings., International Conference on
Conference_Location
Lausanne
Print_ISBN
0-7803-3259-8
Type
conf
DOI
10.1109/ICIP.1996.561004
Filename
561004
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