This survey of the use of Fibonacci and Lucas numbers and the ancient principle of the Golden Section covers areas relevant to operational research, statistics, and computational mathematics. 1989 edition.
This survey of the use of Fibonacci and Lucas numbers and the ancient principle of the Golden Section covers areas relevant to operational research, statistics, and computational mathematics. 1989 edition.
Steven Vajda (1901-95) was Visiting Professor of Mathematics at England's Sussex University.
Inhaltsangabe
Preface Introduction Background Relationships Fibonacci numbers and the Golden Section Fibonacci Series Divisibility properties Congruences and uniformity Continued fractions and convergents Fibonacci representation Search and games Hyperbolic functions and Fibonacci numbers Meta-Fibonacci sequences (a letter from B. W. Conolly) The Golden Section in the plane The Golden Section in three-dimensional space Appendix List of formulae References Table of Fn and Ln and their prime factors Index
Preface Introduction Background Relationships Fibonacci numbers and the Golden Section Fibonacci Series Divisibility properties Congruences and uniformity Continued fractions and convergents Fibonacci representation Search and games Hyperbolic functions and Fibonacci numbers Meta-Fibonacci sequences (a letter from B. W. Conolly) The Golden Section in the plane The Golden Section in three-dimensional space Appendix List of formulae References Table of Fn and Ln and their prime factors Index
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