Rainbow and Properly Colored Subgraphs

Focusing on the existence of rainbow and properly colored subgraphs, the text explores classical and contemporary topics including anti-Ramsey theory, Gallai-Ramsey results, and rainbow Turán-type problems. It offers a unified framework for understanding how coloring constraints affect graph structure, while drawing connections to Latin squares, transversals, and real-world network models.
Rich in theory and application, this accessible and in-depth resource serves as both a reference for researchers and a guide for graduate students, bringing together decades of literature into a coherent and insightful narrative.
Readership: Graduate students and advanced undergraduates in mathematics and theoretical computer science, seeking a thorough and accessible introduction to edge-colored graph theory and its current research directions. Researchers and academics in graph theory, combinatorics, and discrete mathematics looking for a comprehensive reference that consolidates decades of developments in the field. Scientists and professionals in engineering, computer science, biology, physics, and chemistry who apply graph-theoretical methods to model communication networks, biological systems, and data structures.
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