The Fabulous Fibonacci Numbers

Alfred S. Posamentier, Ingmar Lehmann1591024757, 978-1-59102-475-0

Acknowledgments –, Introduction –, history and introduction to the Fibonacci numbers –, Fibonacci numbers in nature –, Fibonacci numbers and the Pascal triangle –, Fibonacci numbers and the golden ratio –, Fibonacci numbers and continued fractions –, potpourri of Fibonacci number applications –, Fibonacci numbers found in art and architecture –, Fibonacci numbers and musical form –, famous Binet formula for finding a particular Fibonacci number –, Fibonacci numbers and fractals –, Epilogue –, Afterword /, Appendix A: List of the first 500 Fibonacci numbers, with the first 200 Fibonacci numbers factored –, Appendix B: Proofs of Fibonacci relationships –, References –, Index.; Herbert A. Hauptman