E-Book Details:
Title:
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Binary digital image processing: a discrete approach
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Publisher:
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Academic Press
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Author:
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Stéphane Marchand-Maillet, Yazid M. Sharaiha
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Edition:
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2nd, illustrated 2000
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Format:
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PDF
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ISBN:
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0124705057
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EAN:
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9780124705050
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No.ofPages:
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251
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Book Description:
This
book is aimed at faculty, postgraduate students and industry
specialists. It is both a text reference and a textbook that reviews and
analyses the research output in this field of binary image
processing. It is aimed at both advanced researchers as well as
educating the novice to this area. The theoretical part of this book
includes the basic principles required for binary digital image
analysis. The practical part which will take an algorithmic approach
addresses problems which find applications beyond binary digital line
image processing.
The
book first outlines the theoretical framework underpinning the study of
digital image processing with particular reference to those needed for
line image processing. The theoretical tools in the first part of the
book set the stage for the second and third parts, where low-level
binary image processing is addressed and then intermediate level
processing of binary line images is studied. The book concludes with
some practical applications of this work by reviewing some industrial
and software applications (engineering drawing storage and primitive
extraction, fingerprint compression).
ABOUT THE AUTHOR:
Stéphane Marchand-Maillet
is affiliated with the Department of Multimedia Communications at
Institut Eurecom, Sophia-Antipolis, France - a consortium between
academic and industrial partners.
Yazid M. Sharaiha
received his B.Sc. (Eng) and PhD (1991)from Imperial College, London.
He also holds Master degrees in Engineering (1987) and Management
Science (1988) from University of California, Berkeley and Imperial
College respectively. He was a University Lecturer in Information
Management at Imperial College from 1991 to 1997. He is currently a
visiting fellow at Imperial College and working in Quantitative
Strategies at Morgan Stanley Dean Witter. His research publications and
interests include combinatorial optimisation, graph theory,
computational geometry, and their applications in image analysis,
scheduling and financial modeling.
FEATURES:
*
outlines the theoretical framework underpinning the study of digital
image processing with particular reference to binary line image
processing
*
addresses low-level binary image processing, reviewing a number of
essential characteristics of binary digital images and providing
solution procedures and algorithms
*
includes detailed reviews of topics in binary digital image processing
with up-to-date research references in relation to each of the problems
under study
* includes some practical applications of this work by reviewing some common applications
* covers a range of topics, organised by theoretical field rather than being driven by problem definitions
Table of Contents:
UNIT I
UNIT I
Digital
image fundamentals - Digital Image through scanner, digital camera.
Concept of gray levels. Gray level to binary image conversion. Sampling
and quantization. Relation ship between pixels. Imaging Geometry.
UNIT II
Image Transforms 2-D FFT , Properties. Walsh transform, Hadamard Transform, Discrete cosine Transform,
Haar transform, Slant transform, Hotelling transform.
UNIT III
Image enhancement Point processing. Histogram processing. Spatial filtering.
UNIT IV
Enhancement in frequency domain, Image smoothing, Image sharpening.
UNIT V
Colour image processing : Psedo colour image processing, full colour image processing.
UNIT VI
Image
Restoration Degradation model, Algebraic approach to restoration,
Inverse filtering, Least mean square filters, Constrained Least Squares
Restoration, Interactive Restoration.
UNIT VII
Image
segmentation Detection of discontinuities. Edge linking and boundary
detection, Thresholding, Region oriented segmentation.
UNIT VIII
Image compression Redundancies and their removal methods, Fidelity criteria, Image compression models,
Source encoder and decoder, Error free compression, Lossy compression.
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