tering algorithm). Dice and XOR Overlap coefficients were estimated first
for all 37 patients (case 1) and then without considering 15 healthy pa-
tients, confirmed by EAM and with artefacts in the DE-MRI images (case
2). Differences of coefficients between the two cases were tested with
Wilcoxon–Mann–Whitney test.
Results:
From case 1 to case 2 XOR Overlap coefficient has no significant
variation of median value and interquartile range (m1
=
0.94 to m2
=
0.96,
IQR1
=
0.08 to IQR2
=
0.05, P
=
0.09) whereas for Dice coefficient, due to in-
correct classification of fully automatic algorithm used in case 1, there is
an increase in median value and decrease in the data dispersion (m1
=
0.44
to m2
=
0.73, IQR1
=
0.46 to IQR2
=
0.31, P
<
0.001).
Conclusions:
This study shows the relevance of robustness of 3D LA fi-
brosis segmentation based on DE-MRI and its reliability in clinical practice.
The fully automatic k-means based algorithm is not as robust to the pres-
ence of DE-MRI images artefacts as the semiautomatic threshold algorithm.
http://dx.doi.org/10.1016/j.ejmp.2016.01.461E.453
ACCURACY COMPARISON OF TWO DIFFERENT OPTIMIZATION
ALGORITHMS FOR DIRECT BI-EXPONENTIAL ANALYSIS OF IVIM MRI
IMAGES
P. Volonghi
* , a ,L. Mascar
o b ,L. Spiazzi
b ,G. Rizzo
a ,R. Moretti
b .a
Institute of
Molecular Bioimaging and Physiology (IBFM), CNR, Segrate (MI), Italy;
b
U.O.
Fisica Sanitaria Spedali Civili di Brescia, Brescia, Italy
Introduction:
Intravoxel incoherent motion (IVIM) MRI technique allows
the estimation of diffusion coefficient (D), perfusion fraction (f) and pseudo-
diffusion coefficient (D*), related to perfusion and diffusion of tissue water
molecules. The estimation of these parameters is usually obtained through
a bi-exponential analysis of image signal as a function of b-values. The aim
of this work was to compare the parameters estimation accuracy using two
different optimization algorithms for direct bi-exponential fitting.
Materials and Methods:
Parametric images, created using parameters values
referring to literature, were altered with noise derived from a temporal series
of acquisitions of a homogeneous phantom, which was scanned with a
Siemens Aera 1.5T using EPI sequences with increasing b-values (0, 50, 100,
150, 200, 400, 800, 1000 s/mm
2
). Considering a ROI inside the phantom,
noise images for each b-value were obtained for each pixel by filtering of
the temporal trend dataset. The IVIM parameters were estimated using a
direct bi-exponential fitting of the decaying signal, testing two optimiza-
tion algorithms (available in Matlab): Levenberg–Marquardt (LM, the most
used in literature) and Trust Region (TR). The algorithm accuracy was evalu-
ated for each parameter in terms of error percentage.
Results:
Regarding D estimation, the error mean was lower and less vari-
able for TR (4.1
±
3.1%) compared to LM (5.2
±
5.3%); in case of f estimation,
TR and LM accuracy was similar (TR
=
16.6
±
17.2%, LM
=
19.3
±
35.5%), while
for D* estimation, TR accuracy was strongly better than LM accuracy
(TR
=
41.0
±
60.4%, LM
=
224.7
±
3467.7%).
Conclusions:
Direct bi-exponential fitting of D parameter had generally a
good accuracy, which was slightly better using TR algorithm. Regarding the
estimation of f and D* parameters, the accuracy decreases, in particular,
the two optimization algorithms gave comparable results for perfusion frac-
tion parameter, while TR had better performance than LM for pseudo-
diffusion coefficient.
http://dx.doi.org/10.1016/j.ejmp.2016.01.462e134
Abstracts/Physica Medica 32 (2016) e124–e134




