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(Ebook) Digital Image Processing, An Algorithmic Introduction by Wilhelm Burger , Mark J. Burge ISBN 9783031057434, 3031057430

  • SKU: EBN-44456776
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Instant download (eBook) Digital Image Processing, An Algorithmic Introduction after payment.
Authors:Wilhelm Burger , Mark J. Burge
Pages:0 pages.
Year:2022
Editon:3
Publisher:Springer
Language:english
File Size:96.38 MB
Format:pdf
ISBNS:9783031057434, 3031057430
Categories: Ebooks

Product desciption

(Ebook) Digital Image Processing, An Algorithmic Introduction by Wilhelm Burger , Mark J. Burge ISBN 9783031057434, 3031057430

This book provides a modern, self-contained introduction to digital
image processing. We designed this book to be used both by learners
desiring a frm foundation on which to build as well as practitioners
in search of detailed analysis and transparent implementations of the
most important techniques. This is the third English edition of the
original German-language book, which has been widely used by:
• Scientists and engineers who use image processing as a tool and
wish to develop a deeper understanding and create custom solutions to imaging problems in their feld.
• IT professionals in search of a self-study course featuring easily
adaptable code and completely worked out examples, enabling
them to be productive right away.
• Faculty and students desiring an example-rich introductory textbook suitable for an advanced undergraduate or graduate level
course that features exercises, projects, and examples that have
been honed during quite some years of experience teaching this
material.
While we concentrate on practical applications and concrete implementations, we do so without glossing over the important formal
details and mathematics necessary for a deeper understanding of the
algorithms. In preparing this text, we started from the premise that
simply creating a recipe book of imaging solutions would not provide
the deeper understanding needed to apply these techniques to novel
problems, so instead our solutions are developed stepwise from three
diferent perspectives: in mathematical form, as abstract pseudocode
algorithms, and as complete Java programs. We use a common notation to intertwine all three perspectives—providing multiple, but
intimately linked, views of problems and their solution
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