This document discusses two-dimensional wavelets for image processing. It explains that 2D wavelets can be constructed as separable products of 1D wavelets, using scaling functions and wavelet functions. The document provides examples of 2D Haar wavelets and discusses how a 2D wavelet decomposition breaks down the frequency content of an image into different subbands. It also summarizes applications of 2D wavelets such as image denoising, edge detection, and compression.
This document discusses image compression. It defines image compression as reducing the amount of data required to represent a digital image without significant loss of information. The goal is to minimize the number of bits required to represent an image in order to reduce storage and transmission requirements. Image compression removes three types of redundancies: coding, interpixel, and psychovisual. It describes lossy and lossless compression methods and variable-length coding techniques like Huffman coding which assign shorter codes to more probable values to reduce coding redundancy.
Digital image processing involves compressing images to reduce file sizes. Image compression removes redundant data using three main techniques: coding redundancy reduction assigns shorter codes to more common pixel values; spatial and temporal redundancy reduction exploits correlations between neighboring pixel values; and irrelevant information removal discards visually unimportant data. Compression is achieved by an encoder that applies these techniques, while a decoder reconstructs the image for viewing. Popular compression methods include Huffman coding and arithmetic coding. Compression allows storage and transmission of images and video using less data while maintaining acceptable visual quality.
This document provides an overview of image compression techniques. It defines key concepts like pixels, image resolution, and types of images. It then explains the need for compression to reduce file sizes and transmission times. The main compression methods discussed are lossless techniques like run-length encoding and Huffman coding, as well as lossy methods for images (JPEG) and video (MPEG) that remove redundant data. Applications of image compression include transmitting images over the internet faster and storing more photos on devices.
Video processing involves manipulating and analyzing digital video sequences. Common techniques include trimming, resizing, adjusting brightness/contrast, and analyzing using machine learning. Key concepts in video include compression, frames, frame rate, resolution, and aspect ratio. Compression reduces file sizes while maintaining quality. Frames are still images that make up video sequences. Frame rate determines smoothness. Resolution is pixels and quality. Aspect ratio is width to height ratio. Video can be compressed using intra-frame or inter-frame techniques. Enhancement improves quality using techniques like noise reduction and color correction. Analysis extracts information from video.
Video compression techniques exploit various types of redundancy in video signals to reduce the data required to represent them. Key techniques include intra-frame compression which uses spatial redundancy within frames via DCT, inter-frame compression which uses temporal redundancy between consecutive frames by encoding differences, and motion compensation which accounts for motion between frames. Popular video compression standards like MPEG use a combination of these techniques including I, P and B frames along with motion estimation to achieve much higher compression ratios than image compression alone.
This document discusses various types of images used in multimedia. It describes bitmaps, which are raster images made up of pixels that can depict fine detail but require more storage. Vector images use mathematical formulas to describe geometric objects and require less storage but cannot depict photographs. 3D modeling uses vector graphics in three dimensions. Color is created through additive processes for screens and subtractive for print. File types like JPEG, GIF, and PNG are cited for different image needs.
This document discusses various types of images used in multimedia. It describes bitmaps, which are raster images made up of pixels that can depict fine detail but require more storage. Vector images use mathematical formulas to describe geometric objects and require less storage but cannot depict photographs. 3D modeling uses vector graphics in three dimensions. Color is created through additive methods for screens and subtractive methods for print. File types like JPEG, GIF, and PNG are cited for different image needs.
This document discusses real-time image processing. It begins with an introduction and definitions of real-time and non-real-time processing. It then discusses the requirements for a real-time image processing platform, including high resolution/frame rate video input and low latency. The document outlines some advantages of real-time image processing such as immediate results and automation. It then provides an overview of an object detection system using Viola-Jones detection with integral images, AdaBoost learning, and a cascade classifier structure. Experimental results show the cascade classifier can detect faces in real-time.
This document discusses image compression using a Raspberry Pi processor. It begins with an abstract stating that image compression is needed to reduce file sizes for storage and transmission while retaining image quality. The document then discusses various image compression techniques like discrete wavelet transform (DWT) and discrete cosine transform (DCT), as well as JPEG compression. It states that the Raspberry Pi allows implementing DWT to provide JPEG format images using OpenCV. The document provides details of the image compression method tested, which involves capturing images with a USB camera connected to the Raspberry Pi, compressing the images using DWT and wavelet transforms, transmitting the compressed images over the internet, decompressing the images on a server, and displaying the decompressed images
A REVIEW ON LATEST TECHNIQUES OF IMAGE COMPRESSIONNancy Ideker
This document reviews various techniques for image compression. It begins by discussing the need for image compression in applications like remote sensing, broadcasting, and long-distance communication. It then categorizes compression techniques as either lossless or lossy. Popular lossless techniques discussed include run length encoding, LZW coding, and Huffman coding. Lossy techniques reviewed are transform coding, block truncation coding, vector quantization, and subband coding. The document evaluates these techniques and compares their advantages and disadvantages. It also discusses performance metrics for image compression like PSNR, compression ratio, and mean square error. Finally, it reviews several research papers on topics like vector quantization-based compression and compression using wavelets and Huffman encoding.
Iaetsd performance analysis of discrete cosineIaetsd Iaetsd
The document discusses image compression using the discrete cosine transform (DCT). It provides background on image compression and outlines the DCT technique. The DCT transforms an image into elementary frequency components, removing spatial redundancy. The document analyzes the performance of compressing different images using DCT in Matlab by measuring metrics like PSNR. Compression using DCT with different window sizes achieved significant PSNR values.
Comparison of various data compression techniques and it perfectly differentiates different techniques of data compression. Its likely to be precise and focused on techniques rather than the topic itself.
Design and Implementation of EZW & SPIHT Image Coder for Virtual ImagesCSCJournals
The main objective of this paper is to designed and implemented a EZW & SPIHT Encoding Coder for Lossy virtual Images. .Embedded Zero Tree Wavelet algorithm (EZW) used here is simple, specially designed for wavelet transform and effective image compression algorithm. This algorithm is devised by Shapiro and it has property that the bits in the bit stream are generated in order of importance, yielding a fully embedded code. SPIHT stands for Set Partitioning in Hierarchical Trees. The SPIHT coder is a highly refined version of the EZW algorithm and is a powerful image compression algorithm that produces an embedded bit stream from which the best reconstructed images. The SPIHT algorithm was powerful, efficient and simple image compression algorithm. By using these algorithms, the highest PSNR values for given compression ratios for a variety of images can be obtained. SPIHT was designed for optimal progressive transmission, as well as for compression. The important SPIHT feature is its use of embedded coding. The pixels of the original image can be transformed to wavelet coefficients by using wavelet filters. We have anaysized our results using MATLAB software and wavelet toolbox and calculated various parameters such as CR (Compression Ratio), PSNR (Peak Signal to Noise Ratio), MSE (Mean Square Error), and BPP (Bits per Pixel). We have used here different Wavelet Filters such as Biorthogonal, Coiflets, Daubechies, Symlets and Reverse Biorthogonal Filters .In this paper we have used one virtual Human Spine image (256X256).
- Autoencoders are unsupervised neural networks that are used for dimensionality reduction and feature extraction. They compress the input into a latent-space representation and then reconstruct the output from this representation.
- The architecture of an autoencoder consists of an encoder that compresses the input into a latent space, a decoder that reconstructs the output from the latent space, and a reconstruction loss that is minimized during training.
- There are different types of autoencoders like undercomplete, convolutional, sparse, denoising, contractive, stacked, and deep autoencoders that apply additional constraints or have more complex architectures. Autoencoders can be used for tasks like image compression, anomaly detection, and feature learning.
Image compression introductory presentationTariq Abbas
This document discusses image compression techniques. It explains that the goal of compression is to reduce the amount of data needed to represent a digital image by eliminating redundant information like coding, interpixel, and psychovisual redundancies. Compression can be lossy or lossless. Lossy methods allow for data loss but provide higher compression, while lossless preserves all image data. Common lossy techniques include JPEG, which uses discrete cosine transform and quantization, and lossless methods include run length and Huffman encoding.
This document provides an introduction to digital image processing. It defines what an image and digital image are, and discusses the first ever digital photograph. It describes digital image processing as processing digital images using computers, with sources including the electromagnetic spectrum from gamma rays to radio waves. Key concepts covered include digital images, image enhancement through spatial and frequency domain methods, image restoration to remove noise and blurring, and image compression to reduce file size through removing different types of data redundancy.
The document provides information on various techniques for image compression, including lossless and lossy compression methods. For lossless compression, it describes run-length encoding, entropy coding, and area coding. For lossy compression it discusses reducing the color space, chroma subsampling, and transform coding using DCT and wavelets. It also covers segmentation/approximation methods, spline interpolation, fractal coding, and bit allocation techniques for optimal compression.
- Autoencoders are unsupervised neural networks that compress input data into a latent space representation and then reconstruct the output from this representation. They aim to copy their input to their output with minimal loss of information.
- Autoencoders consist of an encoder that compresses the input into a latent space and a decoder that decompresses this latent space back into the original input space. The network is trained to minimize the reconstruction loss between the input and output.
- Autoencoders are commonly used for dimensionality reduction, feature extraction, denoising images, and generating new data similar to the training data distribution.
- Autoencoders are unsupervised neural networks that compress input data into a latent space representation and then reconstruct the output from this representation. They aim to copy their input to their output with minimal loss of information.
- Autoencoders consist of an encoder that compresses the input into a latent space and a decoder that decompresses this latent space back into the original input space. The network is trained to minimize the reconstruction loss between the input and output.
- Autoencoders are commonly used for dimensionality reduction, feature extraction, denoising images, and generating new data similar to the training data distribution.
Lossless compression removes redundant data to reduce file size while exactly preserving all original data. It is used when losing any information would be unacceptable, as in text, medical, and satellite images. Lossy compression tolerates some data loss, allowing greater compression for media like audio and video where perfect reconstruction is unnecessary so long as quality remains high. Compression performance is measured by ratio, distortion, rate, fidelity, and information content, with the goal of maximizing compression while minimizing loss of quality.
REGION OF INTEREST BASED COMPRESSION OF MEDICAL IMAGE USING DISCRETE WAVELET ...ijcsa
Image abbreviation is utilized for reducing the size of a file without demeaning the quality of the image to an objectionable level. The depletion in file size permits more images to be deposited in a given number of spaces. It also minimizes the time necessary for images to be transferred. There are different ways of abbreviating image files. For the use of Internet, the two most common abbreviated graphic image formats are the JPEG formulation and the GIF formulation. The JPEG procedure is more often utilized or
photographs, while the GIF method is commonly used for logos, symbols and icons but at the same time
they are not preferred as they use only 256 colors. Other procedures for image compression include the
utilization of fractals and wavelets. These procedures have not profited widespread acceptance for the
utilization on the Internet. Abbreviating an image is remarkably not similar than the compressing raw
binary data. General-purpose abbreviation techniques can be utilized to compress images, the obtained
result is less than the optimal. This is because of the images have certain analytical properties, which can
be exploited by encoders specifically designed only for them. Also, some of the finer details of the image
can be renounced for the sake of storing a little more bandwidth or deposition space. In the paper,
compression is done on medical image and the compression technique that is used to perform compression
is discrete wavelet transform and discrete cosine transform which compresses the data efficiently without
reducing the quality of an image
Brief introduction to Digital Image Processing
Some common terminology such as Analog Image, Digital Image, Image Enhancement, Image Restoration, Segmentation
This document discusses various types of images used in multimedia, including bitmaps, vector images, and 3D models. It describes the capabilities and limitations of bitmap and vector images. Bitmaps are best for photo-realistic images while vector images are better for drawings and use less file size but cannot be used for photos. The document also covers color models like RGB, CMYK and HSB as well as common file formats like JPEG, GIF and PNG.
The document discusses various data compression techniques including run-length coding, quantization, statistical coding, dictionary-based coding, transform-based coding, and motion prediction. It provides examples and explanations of how each technique works to reduce the size of encoded data. The performance of compression algorithms can be measured by the compression ratio, compression factor, or percentage of data saved by compression.
This document discusses real-time image processing. It begins with an introduction and definitions of real-time and non-real-time processing. It then discusses the requirements for a real-time image processing platform, including high resolution/frame rate video input and low latency. The document outlines some advantages of real-time image processing such as immediate results and automation. It then provides an overview of an object detection system using Viola-Jones detection with integral images, AdaBoost learning, and a cascade classifier structure. Experimental results show the cascade classifier can detect faces in real-time.
This document discusses image compression using a Raspberry Pi processor. It begins with an abstract stating that image compression is needed to reduce file sizes for storage and transmission while retaining image quality. The document then discusses various image compression techniques like discrete wavelet transform (DWT) and discrete cosine transform (DCT), as well as JPEG compression. It states that the Raspberry Pi allows implementing DWT to provide JPEG format images using OpenCV. The document provides details of the image compression method tested, which involves capturing images with a USB camera connected to the Raspberry Pi, compressing the images using DWT and wavelet transforms, transmitting the compressed images over the internet, decompressing the images on a server, and displaying the decompressed images
A REVIEW ON LATEST TECHNIQUES OF IMAGE COMPRESSIONNancy Ideker
This document reviews various techniques for image compression. It begins by discussing the need for image compression in applications like remote sensing, broadcasting, and long-distance communication. It then categorizes compression techniques as either lossless or lossy. Popular lossless techniques discussed include run length encoding, LZW coding, and Huffman coding. Lossy techniques reviewed are transform coding, block truncation coding, vector quantization, and subband coding. The document evaluates these techniques and compares their advantages and disadvantages. It also discusses performance metrics for image compression like PSNR, compression ratio, and mean square error. Finally, it reviews several research papers on topics like vector quantization-based compression and compression using wavelets and Huffman encoding.
Iaetsd performance analysis of discrete cosineIaetsd Iaetsd
The document discusses image compression using the discrete cosine transform (DCT). It provides background on image compression and outlines the DCT technique. The DCT transforms an image into elementary frequency components, removing spatial redundancy. The document analyzes the performance of compressing different images using DCT in Matlab by measuring metrics like PSNR. Compression using DCT with different window sizes achieved significant PSNR values.
Comparison of various data compression techniques and it perfectly differentiates different techniques of data compression. Its likely to be precise and focused on techniques rather than the topic itself.
Design and Implementation of EZW & SPIHT Image Coder for Virtual ImagesCSCJournals
The main objective of this paper is to designed and implemented a EZW & SPIHT Encoding Coder for Lossy virtual Images. .Embedded Zero Tree Wavelet algorithm (EZW) used here is simple, specially designed for wavelet transform and effective image compression algorithm. This algorithm is devised by Shapiro and it has property that the bits in the bit stream are generated in order of importance, yielding a fully embedded code. SPIHT stands for Set Partitioning in Hierarchical Trees. The SPIHT coder is a highly refined version of the EZW algorithm and is a powerful image compression algorithm that produces an embedded bit stream from which the best reconstructed images. The SPIHT algorithm was powerful, efficient and simple image compression algorithm. By using these algorithms, the highest PSNR values for given compression ratios for a variety of images can be obtained. SPIHT was designed for optimal progressive transmission, as well as for compression. The important SPIHT feature is its use of embedded coding. The pixels of the original image can be transformed to wavelet coefficients by using wavelet filters. We have anaysized our results using MATLAB software and wavelet toolbox and calculated various parameters such as CR (Compression Ratio), PSNR (Peak Signal to Noise Ratio), MSE (Mean Square Error), and BPP (Bits per Pixel). We have used here different Wavelet Filters such as Biorthogonal, Coiflets, Daubechies, Symlets and Reverse Biorthogonal Filters .In this paper we have used one virtual Human Spine image (256X256).
- Autoencoders are unsupervised neural networks that are used for dimensionality reduction and feature extraction. They compress the input into a latent-space representation and then reconstruct the output from this representation.
- The architecture of an autoencoder consists of an encoder that compresses the input into a latent space, a decoder that reconstructs the output from the latent space, and a reconstruction loss that is minimized during training.
- There are different types of autoencoders like undercomplete, convolutional, sparse, denoising, contractive, stacked, and deep autoencoders that apply additional constraints or have more complex architectures. Autoencoders can be used for tasks like image compression, anomaly detection, and feature learning.
Image compression introductory presentationTariq Abbas
This document discusses image compression techniques. It explains that the goal of compression is to reduce the amount of data needed to represent a digital image by eliminating redundant information like coding, interpixel, and psychovisual redundancies. Compression can be lossy or lossless. Lossy methods allow for data loss but provide higher compression, while lossless preserves all image data. Common lossy techniques include JPEG, which uses discrete cosine transform and quantization, and lossless methods include run length and Huffman encoding.
This document provides an introduction to digital image processing. It defines what an image and digital image are, and discusses the first ever digital photograph. It describes digital image processing as processing digital images using computers, with sources including the electromagnetic spectrum from gamma rays to radio waves. Key concepts covered include digital images, image enhancement through spatial and frequency domain methods, image restoration to remove noise and blurring, and image compression to reduce file size through removing different types of data redundancy.
The document provides information on various techniques for image compression, including lossless and lossy compression methods. For lossless compression, it describes run-length encoding, entropy coding, and area coding. For lossy compression it discusses reducing the color space, chroma subsampling, and transform coding using DCT and wavelets. It also covers segmentation/approximation methods, spline interpolation, fractal coding, and bit allocation techniques for optimal compression.
- Autoencoders are unsupervised neural networks that compress input data into a latent space representation and then reconstruct the output from this representation. They aim to copy their input to their output with minimal loss of information.
- Autoencoders consist of an encoder that compresses the input into a latent space and a decoder that decompresses this latent space back into the original input space. The network is trained to minimize the reconstruction loss between the input and output.
- Autoencoders are commonly used for dimensionality reduction, feature extraction, denoising images, and generating new data similar to the training data distribution.
- Autoencoders are unsupervised neural networks that compress input data into a latent space representation and then reconstruct the output from this representation. They aim to copy their input to their output with minimal loss of information.
- Autoencoders consist of an encoder that compresses the input into a latent space and a decoder that decompresses this latent space back into the original input space. The network is trained to minimize the reconstruction loss between the input and output.
- Autoencoders are commonly used for dimensionality reduction, feature extraction, denoising images, and generating new data similar to the training data distribution.
Lossless compression removes redundant data to reduce file size while exactly preserving all original data. It is used when losing any information would be unacceptable, as in text, medical, and satellite images. Lossy compression tolerates some data loss, allowing greater compression for media like audio and video where perfect reconstruction is unnecessary so long as quality remains high. Compression performance is measured by ratio, distortion, rate, fidelity, and information content, with the goal of maximizing compression while minimizing loss of quality.
REGION OF INTEREST BASED COMPRESSION OF MEDICAL IMAGE USING DISCRETE WAVELET ...ijcsa
Image abbreviation is utilized for reducing the size of a file without demeaning the quality of the image to an objectionable level. The depletion in file size permits more images to be deposited in a given number of spaces. It also minimizes the time necessary for images to be transferred. There are different ways of abbreviating image files. For the use of Internet, the two most common abbreviated graphic image formats are the JPEG formulation and the GIF formulation. The JPEG procedure is more often utilized or
photographs, while the GIF method is commonly used for logos, symbols and icons but at the same time
they are not preferred as they use only 256 colors. Other procedures for image compression include the
utilization of fractals and wavelets. These procedures have not profited widespread acceptance for the
utilization on the Internet. Abbreviating an image is remarkably not similar than the compressing raw
binary data. General-purpose abbreviation techniques can be utilized to compress images, the obtained
result is less than the optimal. This is because of the images have certain analytical properties, which can
be exploited by encoders specifically designed only for them. Also, some of the finer details of the image
can be renounced for the sake of storing a little more bandwidth or deposition space. In the paper,
compression is done on medical image and the compression technique that is used to perform compression
is discrete wavelet transform and discrete cosine transform which compresses the data efficiently without
reducing the quality of an image
Brief introduction to Digital Image Processing
Some common terminology such as Analog Image, Digital Image, Image Enhancement, Image Restoration, Segmentation
This document discusses various types of images used in multimedia, including bitmaps, vector images, and 3D models. It describes the capabilities and limitations of bitmap and vector images. Bitmaps are best for photo-realistic images while vector images are better for drawings and use less file size but cannot be used for photos. The document also covers color models like RGB, CMYK and HSB as well as common file formats like JPEG, GIF and PNG.
The document discusses various data compression techniques including run-length coding, quantization, statistical coding, dictionary-based coding, transform-based coding, and motion prediction. It provides examples and explanations of how each technique works to reduce the size of encoded data. The performance of compression algorithms can be measured by the compression ratio, compression factor, or percentage of data saved by compression.
1617 SEEART EHSAN HUMAN GENffETICS.pptxseeratehsan08
Excellent — let’s expand it further with additional headings, subpoints, and a bit more detailing under each section. Here’s a richer, detailed assignment version you could use:
---
## 📖 **Detailed Assignment on Sclerenchyma Tissue**
---
### 📝 **Introduction to Plant Tissues**
Plants possess different types of tissues for performing various physiological and structural functions. Broadly, plant tissues are categorized into:
- **Meristematic tissues** (actively dividing)
- **Permanent tissues** (non-dividing, mature)
Permanent tissues are further classified into:
1. **Simple permanent tissues** — made up of only one type of cell
2. **Complex permanent tissues** — made up of more than one type of cell
Among **simple permanent tissues**, there are:
- Parenchyma
- Collenchyma
- Sclerenchyma
This assignment focuses on **Sclerenchyma Tissue**.
---
### 📖 **Definition of Sclerenchyma**
**Sclerenchyma** is a type of **simple permanent plant tissue** consisting of dead, thick-walled, lignified cells that provide mechanical support and strength to the plant body, especially in parts that have stopped growing.
---
### 🔬 **Characteristics of Sclerenchyma Tissue**
- Made up of **dead cells** at maturity.
- Cells have **thick, secondary cell walls** impregnated with **lignin** (a complex organic polymer).
- **Cell lumen (central cavity)** is either very narrow or absent.
- No **intercellular spaces** between sclerenchyma cells.
- The walls often contain **simple or bordered pits**.
- Arranged as bundles, continuous layers, or isolated cells.
- Provides **maximum mechanical strength** among all plant tissues.
---
### 📝 **Structure of Sclerenchyma Cells**
- **Shape:** May be elongated, narrow, isodiametric, or irregular.
- **Wall:** Thick, lignified, with simple or bordered pits.
- **Lumen:** Very narrow or obliterated.
- **Living Status:** Dead at maturity due to absence of protoplasm.
- **Special Feature:** Impregnation with **lignin** makes the wall hard, waterproof, and rigid.
---
### 📚 **Types of Sclerenchyma Tissue**
Based on shape, size, and occurrence, sclerenchyma is classified into:
#### **1️⃣ Fibres**
- **Structure:** Long, narrow, tapering at both ends.
- **Size:** Can be several millimeters in length.
- **Cell Wall:** Thick and lignified.
- **Lumen:** Narrow.
- **Occurrence:** Found in stems, leaves, fruits, and vascular bundles.
- **Examples:** Jute, flax, hemp fibres.
- **Function:** Provide **tensile strength and flexibility**.
#### **2️⃣ Sclereids (Stone Cells)**
- **Structure:** Short, isodiametric or irregularly shaped.
- **Cell Wall:** Very thick, often layered.
- **Lumen:** Small or obliterated.
- **Occurrence:** Found in seed coats, nutshells, pericarp of fruits, and leaves.
- **Examples:** Gritty texture in guava, pear; hard covering in nuts.
- **Function:** Provide **hardness and protection**.
---
### 📌 **Functions of Sclerenchyma Tissue**
- Provides **mechanical strength and rigidity** to plant organs.
- Enables
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2. WHAT IS COMPRESSION ?
WHAT IS COMPRESSION ?
• Image compression is the process of reducing amount of data
Image compression is the process of reducing amount of data
required to represent or store an image.
required to represent or store an image.
• Process of encoding data so that it take less storage space or
Process of encoding data so that it take less storage space or
less transmission time.
less transmission time.
3. Why Do We Need Image Compression?
Why Do We Need Image Compression?
• Consider a black and white image that has a resolution of
Consider a black and white image that has a resolution of
1000*1000
1000*1000
• each pixel uses 8 bits to represent the intensity.
each pixel uses 8 bits to represent the intensity.
• So total no of bits required = 1000*1000*8 = 80,00,000 bits per
So total no of bits required = 1000*1000*8 = 80,00,000 bits per
image.
image.
• And consider if it is a video with 30 frames per second of the
And consider if it is a video with 30 frames per second of the
above-mentioned type images
above-mentioned type images
• total bits for a video of 3 secs is: 3*(30*(8, 000, 000))
total bits for a video of 3 secs is: 3*(30*(8, 000, 000))
• =720, 000, 000 bits
=720, 000, 000 bits
4. • Storage Efficiency: Compressed images require less storage
Storage Efficiency: Compressed images require less storage
space.
space.
• Transmission Speed: Smaller image files can be transmitted
Transmission Speed: Smaller image files can be transmitted
faster over networks.
faster over networks.
• Cost Reduction: Less storage and bandwidth usage lead to cost
Cost Reduction: Less storage and bandwidth usage lead to cost
savings.
savings.
• Improved Performance: Enhances performance of applications
Improved Performance: Enhances performance of applications
by reducing load times.
by reducing load times.
5. Data vs. Information
Data vs. Information
• Data: Raw pixel values in an
image.
• Information: Meaningful content
derived from data.
• Compression focuses on reducing
data redundancy while
preserving essential information.
6. Redundancy and Its Types
Redundancy and Its Types
•Redundancy means
Redundancy means
repetitive data or
repetitive data or
unwanwanted data
unwanwanted data
CLASSIFICATION
CLASSIFICATION
Interpixel Redundancy
Interpixel Redundancy
Psychovisual Redundancy
Psychovisual Redundancy
Coding Redundancy
Coding Redundancy
7. Coding Redundancy
Coding Redundancy
Coding redundancy is caused due to poor selection of coding
Coding redundancy is caused due to poor selection of coding
technique
technique
Coding techniques assigns a unique code for all symbols of message
Coding techniques assigns a unique code for all symbols of message
• Wrong choice of coding technique creates unnecessary additional
Wrong choice of coding technique creates unnecessary additional
bits. These extra bits are called redundancy
bits. These extra bits are called redundancy
• CODING REDUNDANCY = AVERAGE BITS USED TO CODE - ENTROPHY
CODING REDUNDANCY = AVERAGE BITS USED TO CODE - ENTROPHY
8. Interpixel Redundancy
Interpixel Redundancy
• This type of redundancy is related with the inter-pixel
This type of redundancy is related with the inter-pixel
correlations within an image.
correlations within an image.
• The value of any given pixel can be predicted from the value of
The value of any given pixel can be predicted from the value of
its neighbours or adjacent pixels that are highly corelated.
its neighbours or adjacent pixels that are highly corelated.
• Inter-pixel dependency is solved by algorithms like:
Inter-pixel dependency is solved by algorithms like:
• Predictive Coding, Bit Plane Algorithm, Run Length
Predictive Coding, Bit Plane Algorithm, Run Length
9. Psychovisual Redundancy
Psychovisual Redundancy
• The eye and the brain do not respond to all visual information with
The eye and the brain do not respond to all visual information with
same sensitivity.
same sensitivity.
• Some information is neglected during the processing by the
Some information is neglected during the processing by the
brain.because human perception does not involve quantative analysis
brain.because human perception does not involve quantative analysis
of every pixel in the image.
of every pixel in the image.
• Elimination of this information does not affect the interpretation of
Elimination of this information does not affect the interpretation of
the image by the brain.
the image by the brain.
• Psycho visual redundancy is distinctly vision related, and its
Psycho visual redundancy is distinctly vision related, and its
elimination does result in loss of information.
elimination does result in loss of information.
• Quantization is an example. When 256 levels are reduced by grouping
Quantization is an example. When 256 levels are reduced by grouping
to 16 levels, objects are still recognizable.
to 16 levels, objects are still recognizable.
10. Image Compression Model
Image Compression Model
• Encoder: Compresses the
Encoder: Compresses the
image by reducing
image by reducing
redundancies
redundancies
• Decoder: Reconstructs the
Decoder: Reconstructs the
image from compressed
image from compressed
data
data
11. BLOCK DIAGRAM OF COMPRESSION MODEL
BLOCK DIAGRAM OF COMPRESSION MODEL
12. Stages of Encoder
Stages of Encoder
•MAPPER
MAPPER
Reduces Interpixel Redundancy
Reduces Interpixel Redundancy
Reversible operation
Reversible operation
QUANTIZER
QUANTIZER
Reduces Psychovisual Redundancy
Reduces Psychovisual Redundancy
Not a reversible operation
Not a reversible operation
SYMBOL ENCODER
SYMBOL ENCODER
To create a fixed or variable length code
To create a fixed or variable length code
Reversible operation
Reversible operation
24. JPEG Data compression
JPEG Data compression
• Joint Photographic Experts Group : lossy compression
Joint Photographic Experts Group : lossy compression
25. Algorithm of JPEG Data Compression :
Algorithm of JPEG Data Compression :
1.
1.Splitting
Splitting – We split our image into the blocks of 8*8 blocks. It forms
– We split our image into the blocks of 8*8 blocks. It forms
64 blocks in which each block is referred to as 1 pixel.
64 blocks in which each block is referred to as 1 pixel.
2.
2.Color Space Transform
Color Space Transform – In this phase, we convert R, G, B to Y, Cb,
– In this phase, we convert R, G, B to Y, Cb,
Cr model. Here Y is for brightness, Cb is color blueness and Cr
Cr model. Here Y is for brightness, Cb is color blueness and Cr
stands for Color redness. We transform it into chromium colors as
stands for Color redness. We transform it into chromium colors as
these are less sensitive to human eyes thus can be removed.
these are less sensitive to human eyes thus can be removed.
3.
3.Apply DCT
Apply DCT – We apply Direct cosine transform on each block. The
– We apply Direct cosine transform on each block. The
discrete cosine transform (DCT) represents an image as a sum of
discrete cosine transform (DCT) represents an image as a sum of
sinusoids of varying magnitudes and frequencies.
sinusoids of varying magnitudes and frequencies.
26. 4.Quantization
4.Quantization – reduce the no of bit per sample
– reduce the no of bit per sample
5. Serialization –
5. Serialization – In serialization, we perform the zig-zag scanning
In serialization, we perform the zig-zag scanning
pattern to exploit redundancy.
pattern to exploit redundancy.
6. Vectoring
6. Vectoring – We apply DPCM (differential pulse code modeling) on DC
– We apply DPCM (differential pulse code modeling) on DC
elements. DC elements are used to define the strength of colors.
elements. DC elements are used to define the strength of colors.
7.Encoding
7.Encoding –
–
•In the last stage, we apply to encode either run-length encoding or
In the last stage, we apply to encode either run-length encoding or
Huffman encoding. The main aim is to convert the image into text and
Huffman encoding. The main aim is to convert the image into text and
by applying any encoding we convert it into binary form (0, 1) to
by applying any encoding we convert it into binary form (0, 1) to
compress the data.
compress the data.