Springer Graph Theory Algebraic Geometry Mathematics eBook

Description

Product Overview

This Springer eBook is a first edition publication from 2016, part of the Interdisciplinary Applied Mathematics series, focusing on graph theory and algebraic geometry. It spans 598 pages in a print replica format, with an English language file size of 16.5 MB. Key specifications include an ISBN-13 of 978-0387878119 and ASIN B01E6VZXD2, designed for digital accessibility without enhanced typesetting, X-Ray, or Word Wise features. The content is structured to provide rigorous mathematical insights, making it a reliable resource for academic and professional use.

Usage

This eBook is ideal for university students, researchers, and professionals in mathematics, computer science, and engineering who require in-depth knowledge of graph theory and algebraic geometry. It is suited for self-study, coursework, and research projects, offering portability for learning in libraries, classrooms, or remote settings. The digital format allows for quick reference and integration into digital workflows, enhancing productivity in academic and technical environments.

Why Choose Us

Springer is a trusted publisher with a reputation for high-quality academic content, ensuring accuracy and reliability in this eBook. The inclusion in the Interdisciplinary Applied Mathematics series highlights its relevance to cutting-edge research, while the digital format provides cost-effective and eco-friendly access compared to print editions. With a 4.2-star rating from customer reviews, it has been validated by users for its educational value and clarity.

Key Features

• Comprehensive coverage of graph theory and algebraic mathematics for advanced learning
• Digital print replica format with 598 pages for easy navigation and study
• Part of the Interdisciplinary Applied Mathematics series, ensuring authoritative content
• English language publication with standard file size for compatibility across devices
• First edition from 2016, incorporating recent developments in the field

FAQ

What topics does this eBook cover?

It focuses on graph theory and algebraic geometry, providing detailed mathematical theories, proofs, and applications for interdisciplinary studies.

Is this eBook compatible with all e-readers?

Yes, it is in a print replica format that works on most e-readers and devices supporting PDF-like files, though enhanced features are not enabled.

Who is the target audience for this book?

It is designed for advanced students, researchers, and professionals in mathematics and related fields seeking in-depth knowledge.

Can I access this eBook on multiple devices?

Depending on your digital rights management, it can typically be accessed on compatible devices linked to your account for flexible use.

How does the print replica format differ from standard eBooks?

It preserves the layout and pagination of the print version, making it ideal for academic referencing and study without dynamic text reflow.