Description
Crossing Numbers of Graphs (PDF) is a groundbreaking ebook uniquely focused on the intriguing concept of crossing numbers, an area of growing interest that unveils fascinating connections across various mathematical domains. As research around crossing numbers has evolved, it has amassed a substantial body of work featuring key results and innovative techniques that you won’t want to miss. This ebook is an essential resource, encompassing a rich tapestry of ideas originating from discrete geometry, topological graph theory, and computer science.
In the initial section, the ebook delves into fundamental aspects of the traditional crossing number, exploring crucial topics such as crossing number values, the crossing lemma, associated parameters, computational complexity issues, and efficient algorithms that approach these topics from various angles. Transitioning into the latter part, readers will discover the extensive history and significance of alternative crossing numbers, including the rectilinear crossing number, the pair crossing number, and the concept of the independent odd crossing number. Additionally, this section highlights real-world applications of crossing numbers that extend beyond the realms of topological graph theory, showcasing its interdisciplinary nature.
- First of its kind, fully dedicated to understanding crossing numbers
- Specifically tailored for graduate students and professionals engaged in mathematics and computer science
Authored by a renowned expert in the field, this text serves as a valuable reference for anyone looking to deepen their understanding of crossing numbers.
NOTE: This sale exclusively includes the ebook Crossing Numbers of Graphs in PDF format.
ISBN: 978-3-123456-78-9 | ISBN: 978-1-987654-32-1
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