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GENERATION OF PARAMETRIC IMAGES PROSPECTS PROBLEMS Vesa Oikonen Turku PET Centre 2004-03-25.

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Presentation on theme: "GENERATION OF PARAMETRIC IMAGES PROSPECTS PROBLEMS Vesa Oikonen Turku PET Centre 2004-03-25."— Presentation transcript:

1 GENERATION OF PARAMETRIC IMAGES PROSPECTS PROBLEMS Vesa Oikonen Turku PET Centre 2004-03-25

2 Multiple-Time Graphical Analysis Gjedde-Patlak plot for irreversible uptake Logan plot for reversible uptake Independent on model structure Plasma and reference tissue input Fast computation Available everywhere

3 Multiple-Time Graphical Analysis 1.Regional analysis to determine the time when plot becomes linear 2.For Logan analysis with reference tissue input: compartment model fit to determine population average of reference tissue k 2

4 Multiple-Time Graphical Analysis Examples of DV and DVR images

5 Multiple-Time Graphical Analysis Different regions have different kinetics Usually linear phase is reached later in regions of high uptake Solution: select fit range separately for each pixel

6 Multiple-Time Graphical Analysis Nr of frames used in line fit (darker=more frames DVR image where fit range was determined separately for each pixel

7 Compartmental model fit Also time before equilibrium is used in the fit Parameters are solved from multilinear equations

8 Compartmental model fit Fast computation from multilinear equations with standard techniques Multilinear equations can be transformed to solve macroparameters (DV or Ki) without division

9 Compartmental model fit DV

10 Compartmental model fit Pixel-by-pixel selection between 2CM and 3CM based on Akaike Information Criteria (AIC), or Akaike weighted average of DV from 2CM and 3CM fits (Turkheimer et al 2003)

11 Compartmental model fit Relative weights of 2CM (white) and 3CM (black) based on AIC Akaike weighted average of DV from 2CM and 3CM

12 Compartmental model fit Alternative to Akaike weighting: Lawson-Hanson non-negative least- squares (NNLS) produces good- quality DV and DVR images from multilinear 3CM

13 Simplified Reference Tissue Method (SRTM) Basis Function Method (BFM) Multilinear equations Binding Potential (BP) solved using

14 SRTM-BFM Parameter bounds must be determined based on regional analysis Tight bounds cause poor fit and bias in some regions Wide bounds may lead to long-tailed BP distribution and positive bias

15 SRTM-NNLS Multilinear equation can be transformed to solve BP+1 without division Provides good-quality BP images when NNLS is used

16 SRTM-NNLS BP image calculated using SRTM-NNLS

17 Parametric sinogram Faster ( iterative ) reconstruction Intrinsic ”heterogeneity” All linear models applicable

18 Parametric sinogram DVR sinogramDVR image FBP reconstruction

19 Calculation on sinogram level 1.Correct for physical decay 2.Correct for frame lengths 3.Model calculation as usual 4.Reconstruction 5.Divide pixel values by volume (if not done in reconstruction or calibration) 6.Calibration (only with plasma input, and not even then for all parameters) 7.Calculations with parameters after reconstruction

20 Parametric sinogram: problems Multiple-Time Graphical Analysis: when linear phase starts? Multilinear equations: which model? Reference input TAC: pre- reconstruction needed

21 Parametric sinogram: more problems Dynamic sinogram must be filtered before calculation; avoid another filtering in reconstruction! Requires full knowledge on raw data collection and processing steps

22 Parametric sinogram In future: Iterative reconstruction and model calculation combined

23 PROBLEMS Noise induses bias in all linear methods for reversible uptake Logan plot: no satisfactory method for removing bias Multilinear methods: GLLS can not be applied to reference tissue models

24 More problems SRTM can not be used for all tracers Weights for fitting are not known Partial volume error (PVE) may lead to artefactual second tissue compartment in reference region

25 More problems Movement during scanning DVR image without movement and after moving 3 frames 4 mm (2 pxls) upward

26 Movement during scanning Complicated models are more sensitive to movement Same simulation, but Logan plot computed with variable line fit start time

27 Image filtering Only working method to reduce bias in linear models Resolution need not to be preserved if next analysis step is SPM or other brain averaging method Biases may be cancelled out in calculation of occupancy maps

28 Cluster analysis Resolution preserving smoothing for dynamic images Automatic extraction of reference tissue curve Extraction of curves with different kinetics: Validation that selected model can fit them all

29 CONCLUSION Problems: image noise, patient movement and inconsistent input data Until solved, use only simple models causing biases but less artefacts Validation in animal models and in vitro is essential


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