DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be...

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DIGITAL IMAGE PROCESSING An Overview

Transcript of DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be...

Page 1: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

DIGITAL IMAGE PROCESSING

An Overview

Page 2: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Digital Image Processing An IntroductionAn image may be defined as : Two-dim. function, f(x, y), where x and y are spatial

(plane) coordinates. The amplitude of f at any pair of coordinates (x, y) is

called the intensity or gray level of the image at that point.

A digital image is composed of a finite number of elements, each of which has a particular location and value. These elements are referred to as picture elements, image

elements and Pixels

Page 3: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Digital Image Processing An Introduction

Digitization of a continuous image. The pixel at coordinates [m=10, n=3] has the integer brightness

value 110

Page 4: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

An Example: A Monochrome Digital Image

Page 5: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

The Pixel Values Of the Image

Page 6: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Changing Image Characteristics with Processing

Page 7: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Fundamental steps in Digital Image Processing

KNOWLEDGE BASE

ImageAcquisition

ImageEnhancement

Image Restoration

Color ImageProcessing

Wavelets &multiresolutionprocessing

Compression MorphologicalProcessing

Segmentation

Representation& Description

Object Recognition

Problem Domain

Page 8: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Image Acquisition

Involves Preprocessing Since the image is in the Digital form . It is the simplest step.

Page 9: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Image Enhancement

Enhancement for the specific applications. Image Enhancement approaches fall into

two broad categories:

1. Spatial Domain Methods

2. Frequency Domain Methods

Page 10: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Image Enhancement Spatial Domain Methods Spatial domain methods are procedures that

operate directly on the pixels Direct manipulation of the pixels in an image. Spatial Domain Processes will be

denoted by the expression: g(x, y)=T[f(x,y)] f(x,y)--- Input Image g(x,y)--- Processed Image T is an operator on f

Page 11: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Image Enhancement Frequency Domain Methods Discrete Fourier Transform (DFT) is the

foundation of most of the work of the image enhancement.

Enhancement in frequency domain is being applied for:

1.SMOOTHING FREQUENCY DOMAIN

2.SHARPENING FREQUENCY DOMAIN

Page 12: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Image Enhancement Filtering

Pre-Processing

Post-Processing

Fourier Transform

Filter Function H (u, v)

Inverse Fourier Transform

f (x, y))

F(u,v) G(u,v)

g (x,y)

INPUT IMAGE PROCESSED IMAGE

Page 13: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Image Enhancement Filtering(cont) Smoothing Frequency Domain Filters

Low pass filters

Sharpening Frequency Domain Filters

High pass filters

Page 14: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

An Example

Page 15: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Image Restoration

Improvement in an image in some predefined sense.

Recover or reconstruct an image that has been degraded by using a priori knowledge of the degradation phenomenon.

Degradation Function

H

RestorationFunction

s+

Noiseη(x,y)

f(x,y) F(x,y)

g(x,y)

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Color Image Processing

The use of color in image processing is motivated by two principal factors: Color is a powerful descriptor that often

simplifies object identification and extraction from the scene.

Humans can discern thousands of color shades and intensities, compared to about only two shades of gray. This factor is important in manual image analysis.

Page 17: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Color Image Processing (cont.)Color image processing is divide

into two major areas:

Full color processing Pseudo color processing

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Wavelets and Multiresolution Processing The wavelet transform makes it even easier to compress, transmit

and analyze many images. Wavelet transforms are based on small

waves, called WAVELETS, of varying frequency and limited duration.

Page 19: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Image Compression

Removal of redundant data. Applications include tele-video conferencing,

FAX etc..

Compression techniques fall into two

categories:• Information Preserving• Lossy compression

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Morphological Image Processing Extracting image components that are useful

in the representation and description of region shape ,such as boundaries etc..

Major morphological operations are: Dilation Erosion Open Close

Page 21: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Morphological Image Processing Dilation & Erosion

Image Erosion Dilation

Page 22: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Morphological Image Processing Open & Close

Image with structure element

Opening

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Image Segmentation

Image segmentation algorithms generally are

based on one of the two basic properties of the

intensity values: Discontinuity

Line Detection, Edge Detection Similarity

Thresholding,region growing and merging

Page 24: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Representation and Description Representation of a region involves two

choices: External characteristics

Shape characteristics Internal characteristics

Color and Texture

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Object or Pattern RecognitionTwo approaches are being developed for

pattern recognition:

Decision –theoretic Methods

1. Matching

2. Neural Networks Structural Methods

1. String Matching

Page 26: DIGITAL IMAGE PROCESSING An Overview. Digital Image Processing An Introduction An image may be defined as : Two-dim. function, f(x, y), where x and y.

Need Of Digital Image Processing Vision allows humans

to perceive and understand the world surrounding us .

A machine recognition system has real difficulties reading broken characters

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APPLICATIONS

remote sensing via satellites and other spacecrafts

image transmission and storage for business applications

Medical Processing radar, sonar, and acoustic image processing robotics Automated inspection of industrial parts.etc.

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Applications (contd.)

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Thank You