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The study of mathematical morphology--an essential component of research in image processing and computer graphics--has seen remarkable advances in the past few years. Copiously illustrated with hundreds of illustrations and computer-generated figures, Mathematical Morphology: Theory and Hardware brings together leading researchers and theorists to explore a range of topics on the cutting edge of the field today. Featuring chapters ranging from hardware design to representational theorems to openings, the book will be much sought after by researchers and advanced students, as well as by engineers involved in the design of high-speed image processing systems.
This text investigates the theoretical foundations and practical hardware implementations of mathematical morphology within the context of modern image processing. Robert M. Haralick, a prominent researcher at the University of Washington, compiles contributions from leading experts to bridge the gap between abstract morphological theory and the physical design of high-speed imaging systems. The book utilizes a rigorous academic framework to examine representational theorems and the engineering constraints inherent in developing specialized hardware for complex visual data analysis.
What You Will Find
Experts and researchers in the field of computer vision recognize this work as a significant reference for the intersection of mathematical theory and hardware architecture. Readers frequently note the high level of technical density, making it a specialized resource intended for advanced students and professional engineers.
Page Count:
672
Publication Date:
2010-01-01
Publisher:
Oxford Univ Pr
ISBN-10:
0195081870
ISBN-13:
9780195081879
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