FIBONACCI CUBES WITH APPLICATIONS AND VARIATIONS

Fibonacci Cubes have been an extremely popular area of research since the 1990s.

This unique compendium features the state of research into Fibonacci Cubes. It expands the knowledge in graph theoretic and combinatorial properties of Fibonacci Cubes and their variants.

By highlighting various approaches with numerous examples, it provides a fundamental source for further research in the field. This useful reference text surely benefits advanced students in computer science and mathematics and serves as an archival record of the current state of the field.

Contents:
PrefaceLiber Abaci and the Fibonacci SequenceFormal Languages and Generating FunctionsStructure of Fibonacci CubesPaths and Cycles in Fibonacci CubesCounting Substructures of Fibonacci CubesCharacterizations and RecognitionInvariants of Fibonacci CubesLucas CubesVariations on Fibonacci CubesAsymptotic PropertiesFurther Avenues of ResearchAppendix A: The graphs of Γ7 through Γ10BibliographySubject IndexAuthor IndexNotation Index
Readership: Researchers, professionals, academics and graduate students in theoretical computer science, graph theory and combinatorics.