What is the focus of the book 'Computational Geometry: Algorithms and Applications'?

The book focuses on the fundamental principles and algorithms of computational geometry. It delves into a wide range of topics including geometric intersection, triangulations, Voronoi diagrams, and more. This resource is essential for both researchers and practitioners in computer science, mathematics, and robotics, providing theoretical foundations along with practical applications to real-world problems.

Who is the target audience for Computational Geometry: Algorithms and Applications?

The target audience includes students, researchers, and professionals who are interested in computer science, mathematics, and engineering. Undergraduates and graduate students will find the material helpful as part of their coursework, while professionals can utilize it for advancing their understanding of geometric algorithms in applications such as computer graphics, geographic information systems (GIS), and robotics.

What makes this edition of Computational Geometry different from previous ones?

This third edition presents updated content reflecting the latest developments in the field of computational geometry. It includes new algorithms, enhanced explanations, and improved illustrations. The revisions aim to increase clarity and accessibility, making complex concepts easier to understand for readers. This is particularly beneficial for those looking to grasp advanced topics more effectively than in previous editions.

Are there any practical applications of computational geometry covered in this book?

Yes, the book covers various practical applications of computational geometry, such as computer-aided design (CAD), robotics, computer graphics, and geographic information systems (GIS). By illustrating how algorithms can be applied to solve real-world problems, it demonstrates the significance of computational geometry in technology, helping readers appreciate its relevance across multiple fields.

Is prior knowledge of algorithms necessary to understand this book?

While prior knowledge of basic algorithms can be beneficial, the book is designed to be accessible to readers with varying levels of expertise. It begins by introducing foundational concepts before advancing to more complex topics. This structured approach allows readers to build their understanding progressively, making it suitable for both novices and experienced individuals.

What types of geometric algorithms are explained in the book?

The book discusses a variety of geometric algorithms including those for convex hulls, intersection problems, Voronoi diagrams, and triangulations. It also covers algorithms for motion planning and visibility, offering readers a comprehensive understanding of how these algorithms operate. This extensive coverage provides a robust learning resource for both theoretical insights and practical applications.

Can this book assist in preparing for exams related to computational geometry?

Absolutely, this book serves as an excellent resource for exam preparation in computational geometry. With its clear explanations, illustrative examples, and comprehensive problem sets, students can solidify their understanding of key concepts and algorithms. Utilizing this book can significantly enhance a student's confidence and knowledge leading up to their exams.

Does the book include exercises to test understanding?

Yes, 'Computational Geometry: Algorithms and Applications' includes numerous exercises throughout the chapters that allow readers to test their understanding of the material. These exercises range in difficulty and encourage practical application of concepts, making them ideal for self-study or classroom use. Engaging with these exercises enhances learning and retention of the content.

Where can I buy Computational Geometry: Algorithms and Applications Third Edition 2008 in South Korea?

You can purchase 'Computational Geometry: Algorithms and Applications Third Edition 2008' from Ubuy. Ubuy offers a straightforward buying experience and a wide selection of products, ensuring that customers in South Korea can conveniently access this essential resource for their studies or professional development.

What is the significance of understanding computational geometry in today's technology?

Understanding computational geometry is crucial in today’s technology landscape as it underpins various applications in artificial intelligence, computer vision, and graphics. By grasping the algorithms and their applications, professionals can create more efficient systems for data analysis, automated reasoning, and spatial data processing. This knowledge is vital for innovating and improving technology solutions across diverse sectors.

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Computational Geometry: Algorithms and Applications

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Computational Geometry: Algorithms and Applications

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제품번호 #: 40240835

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What Stands Out

In-depth Coverage

This edition provides comprehensive insights into computational geometry, featuring algorithms and applications, making it an essential resource for students and professionals in computer science and mathematics.

Up-to-date Content

Revised to include recent developments and advancements, this edition ensures that readers are equipped with the latest techniques and methods used in computational geometry.

Practical Applications

Focuses on real-world applications of computational geometry, offering practical examples that bridge the gap between theory and practice, enhancing learning and understanding for users.

제품 세부 정보

Publisher	Springer
Publication date	March 7, 2008
Edition	Third Edition 2008
Language	English
Print length	398 pages
ISBN-10	3540779736
ISBN-13	978-3540779735
Item Weight	2.04 pounds (930 grams)
Dimensions	8.7 x 1 x 9.8 inches (22.1 x 2.5 x 24.9 cm)

Who Should Buy?

Computer Scientists
Ideal for computer scientists focusing on algorithms and their applications in geometry, including theoretical and practical aspects.
Mathematicians
Mathematicians seeking to understand computational geometry concepts and their real-world applications will greatly benefit from this book.
Graduate Students
Graduate students in computer science or applied mathematics pursuing advanced studies in algorithms will find this resource invaluable.

Casual Readers
Not intended for casual readers or laypersons, as the content requires a strong mathematical and programming background.

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Computational Geometry: Algorithms and Applications

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Robotics Editorial Review

The book "Computational Geometry: Algorithms and Applications 3rd Edition" has received generally positive reviews from customers. The content is Considered comprehensive, deep, and clear, and it includes pseudo-code and exercises. However, some readers would have preferred to have seen more code examples rather than general outlines. The book is also Considered a great all-purpose volume and a useful tool for undergraduates studying computer science, but some argue that it is difficult to absorb and that it can turn students away from Computational Geometry due to the verbose introductions and the lack of developed ideas.

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Comprehensive, deep, and clear content
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A useful tool for computer science undergraduates

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Computational Geometry: Algorithms and Applications

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