Author:
Hemmati Hamidreza,Kamali-Asl Alireza,Ghafarian Pardis,Rahmim Arman,Zaidi Habib,Reza Ay Mohammad
Abstract
Abstract
Quantitative PET imaging requires accurate determination of
patient-specific attenuation maps, which remains challenging on
hybrid PET/MRI systems owing to the lack of a direct relationship
between MR image intensity and attenuation coefficients. The aim of
the present study is to develop a list-mode based algorithm for
accurate and robust attenuation correction of PET data using
time-of-flight (TOF) emission information. We analyze and address
the challenges of list-mode emission-based maximum-likelihood joint
estimation of activity and attenuation (LM-MLAA) in state-of-the-art
PET imaging. The proposed method exploits a rapid on-the-fly system
matrix calculation algorithm based on elliptic integrals while
updating the attenuation map from accumulating list-mode
coincidences to achieve accelerated image reconstruction. The
scattering compensation is incorporated inside it using an iterative
approach in such that the current estimation of attenuation map used
on a course grid sampling scattering points to make an estimate of
scattering. The performance of the proposed LM-MLAA approach was
evaluated on Monte Carlo simulations of a phantom at different time
resolutions. The contrast and noise for hot and cold regions on
reconstructed images at different time resolutions were
analysed. The estimated attenuation map exhibits resilience against
noise, effectively eliminates high-frequency cross-talk even in the
absence of prior information on attenuation coefficients, and
enables discrimination among different anatomical regions in the
reconstructed image. The error in the mean estimated attenuation
coefficients after 50 iterations was ∼ 2% in water and
∼ -14% in Teflon regions for TOF resolutions corresponding to
those of most current commercial PET systems (∼ 500 ps). The
proposed LM-MLAA framework can be used for joint reconstruction of
activity and attenuation maps from list-mode emission data as
standalone or a complementary approach to existing in multimodality
imaging such as PET/MRI, where direct measurement attenuation maps
is not possible.
Subject
Mathematical Physics,Instrumentation