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DIGITAL SIGNAL PROCESSING IN ANALYSIS OF BIOMEDICAL IMAGES Prof. Aleš Procházka Institute of Chemical Technology in Prague Department of Computing and.

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Presentation on theme: "DIGITAL SIGNAL PROCESSING IN ANALYSIS OF BIOMEDICAL IMAGES Prof. Aleš Procházka Institute of Chemical Technology in Prague Department of Computing and."— Presentation transcript:

1 DIGITAL SIGNAL PROCESSING IN ANALYSIS OF BIOMEDICAL IMAGES Prof. Aleš Procházka Institute of Chemical Technology in Prague Department of Computing and Control Engineering Digital Signal and Image Processing Research Group

2 MOTIVATION OF THE DSP RESEARCH GROUP INTEGRATION ROLE OF SIGNAL AND IMAGE PROCESSING IN THE FRAME OF INFORMATION ENGINEERING  Interdisciplinary area connecting mathematics and engineering: control, measuring engineering, vision, speech processing, biomedicine, environmental engineering …  Fundament for data acquisition, system identification and modelling, signal de-noising, feature extraction, segmentation, classification, compression, prediction, …  Similar mathematical background based on methods of time-frequency and time-scale analysis in different areas 1. INTRODUCTION

3 2. APPLICATIONS Environmental Engineering Remote Data Processing Biomedical Image Analysis Signal Prediction INTERESTS OF DSP RESEARCH GROUP

4 DISCRETE FOURIER TRANSFORM IN RESOLUTION ENHANCEMENT 1-D DFT for k=0,1,…,N/2 – 1 and f(k)=k/N 2-D DFT for k=0,1,…,N/2 – 1, l= 0,1,…,M/2 – 1 and f 1 (k)=k/N, f 2 (l)=l/M 3. TIME-FREQUENCY ANALYSIS

5 WAVELET TRANSFORM IN SIGNAL PARTS DETECTION 4. TIME-SCALE ANALYSIS  Initial wavelet defined either in the analytical form or by a dilation equation  Dilation and translation coefficients: a=2^m, b=k 2^m  Initial wavelet is a pass-band filter  Wavelet dilation corresponds to its pass-band compression

6 Magnetic resonance image 5. DENOISING OF SIGNAL / IMAGE COMPONENTS ALGORITHM  Decomposition stage: – convolution of a given signal and the filter – downsampling by D  Coefficients - by rows and columns thresholding  Reconstruction stage: – row upsampling by factor U and row convolution – sum of the corresponding images – column upsampling by factor U and column convolution WAVELET TRANSFORM IN IMAGE DENOISING

7 MAGNETIC RESONANCE IMAGES OF A HUMAN BRAIN  Original resolution: 512 x 512 pixels 512 x 512 pixels  Resolution enhancement: 1024 x 1024 pixels 1024 x 1024 pixels WAVELET TRANSFORM IN IMAGE RESOLUTION ENHANCEMENT I. Image Resolution Enhancement using DFT II. Image Resolution Enhancement using DWT CONCLUSIONS  DFT: the structures and edges are very smooth edges are very smooth  DWT: sharper edges obtained obtained  DFT and DWT: various methods to various methods to enhance the resolution enhance the resolution can be applied can be applied 6. MR IMAGE RESOLUTION ENHANCEMENT

8 METHODS  Detection of features of missing regions and their replacement by the most similar ones 7. IMAGE RESTORATION  Multidirectional prediction of missing image parts  Multidemensional cubic and spline interpolation  Iterated wavelet interpolation METHODS OF IMAGE COMPONENTS RESTORATION

9 ALGORITHM  Image decomposition into a selected level  Wavelet coefficients thresholding  Image reconstruction  Replacement of values outside regions of interest by original values  The next iteration of image decomposition 8. ITERATED WAVELET TRANSFORM IN IMAGE RESTORATION WAVELET TRANSFORM IN ITERATED INTERPOLATION

10 9. IMAGE SEGMENTATION WATERSHED TRANSFORM IN IMAGE SEGMENTATION ALGORITHM  Image thresholding and denoising  Distance and watershed transform use  Extraction of individual segments  Analysis of image components boundary signals and texture

11 10. FEATURE EXTRACTION AND CLASSIFICATION RADON TRANSFORM IN ROTATION INVARIANT TEXTURE FEATURES ESTIMATION ALOGORITHM  Radon transform use for conversion of rotation to translation  Translation invariant wavelet transform use for feature estimation  Classification by neural networks

12 11. FEATURE BASED SEGMENTATION FEATURE BASED BIOMEDICAL IMAGE SEGMENTATION PRINCIPLE  Each root pixel of the original image is associated with its feature derived from its neighbourhood  Pixels are individually classified into selected number of levels

13 12. CONCLUSION  European Association for Signal and Image Processing  IEE London, IEEE  University of Cambridge, Brunel University, UK  University Las Palmas, Spain COLLABORATION SELECTED PAPERS  A. Procházka, I. Šindelářová, and J. Ptáček. Image De-noising and Restoration using Wavelet Transform. In European Control Conference ECC 2003 Conference Papers, Cambridge, UK, 2003.  A. Procházka and J. Ptácek. Wavelet Transform Application in Biomedical Image Recovery and Enhancement. In P. of 8th Multi-Conf. Systemics, Cybernetics and Informatic, Orlando, USA, 2004  A. Procházka, A. Gavlasova, M. Mudrova. Rotation Invariant Biomedical Object Recognition. In Proc. of the EUSIPCO Conf., EURASIP, Italy, 2006

14 http: // dsp.vscht.cz Institute of Chemical Technology in Prague Research Group of Digital Signal and Image Processing


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