On The Denoising Of Nuclear Medicine Chest Region Images

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On The Denoising Of Nuclear Medicine Chest Region Images Faculty of Technical Sciences Bitola, Macedonia Sozopol 2004 Cvetko D. Mitrovski, Mitko B. Kostov

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Sozopol 2004. On The Denoising Of Nuclear Medicine Chest Region Images. Faculty of Technical Sciences Bitola, Macedonia. Cvetko D. Mitrovski, Mitko B. Kostov. Structure. Aim / Problem formulation NM images creation process Wavelet shrinkage The filtration of images Experimental results - PowerPoint PPT Presentation

Transcript of On The Denoising Of Nuclear Medicine Chest Region Images

Page 1: On The Denoising Of Nuclear Medicine Chest Region Images

On The Denoising Of Nuclear Medicine Chest Region Images

Faculty of Technical Sciences Bitola, Macedonia

Sozopol 2004

Cvetko D. Mitrovski, Mitko B. Kostov

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Structure

Aim / Problem formulation NM images creation process Wavelet shrinkage The filtration of images Experimental results Conclusion

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AIM: To develop methods for analyzing of anatomical data and ROIs on a basis of a raw NM image (set of raw NM images).

PROBLEM: To find a suitable method for automatic preprocessing of the chest region NM images & extraction of the anatomical data.

Aim of the Work & Problem Formulation

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The raw NM images are based directly on the total counts

a low signal-to-noise ratio (SNR) noisy due to low count levels, scatter,

attenuation, and electronic noises in the detector/camera

One of the major sources of error is Poisson noise due to the quantum nature of the photon detection process

NM Images Creation Process

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DWT (produces two groups of coefficients with low and high SNR)

= wi hi

hihard =

hisoft =

Inverse wavelet transformation

Wavelet Shrinkage Program

iw

i

i

w

w

if,0

if,1

i

ii

i

w

ww

w

if,0

if,sgn

1

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Filtration of Chest Region Images Wavelet shrinkage (threshold for Poisson model?)

the Anscombe variance-stabilizing transformation:

the Donoho’s level dependent threshold:

give up the perfect reconstruction (QMF bank – near PR)

Poisson Gaussian noise model

2,12,1 iiii Ny

JjNJj

j ,...,0,2log22/

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The Algorithm transformation of the image calculation of Donoho’s threshold

( = MAD/0.6745)

MAD is the median of the magnitudes of all the coefficients at the finest decomposition scale

wavelet soft-thresholding inverse wavelet transform square the result removing shadow in the obtained image

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Experimental Results

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The QMF Bank

0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 10

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Normalized frequency

Mag

nitu

de r

espo

nse

QMF bank has overall reconstruction error minimized in the minimax sense; the corresponding QMF filters have least-squares stopband error

0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 10.9985

0.999

0.9995

1

1.0005

1.001

1.0015

Normalized frequency

Mag

nitu

de r

espo

nse

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Comparison

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Normalized frequency

Mag

nitu

de r

espo

nse

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Normalized frequency

Mag

nitu

de r

espo

nse

with biorthogonal wavelets

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Comparison

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Normalized frequency

Mag

nitu

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espo

nse

0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 10

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1

with Daubechies with Symlets

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The QMF Bank

5 10 15 20 25 30-0.2

-0.1

0

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10 20 30 40 50 60-0.2

-0.1

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with meyer

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Conclusions

The presented method offers automatic extracting of the anatomic data from the chest region NM images

The method involves: DWT shrinkage program, variance-stabilizing transformation, QMF filters

Further analyzing of processed data (possible inequality between left and right side)

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Questions and discussion

Thank you for your attention