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Applications of Fibonacci Numbers - (Volume 8) by Fredric T Howard (Hardcover)
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Highlights
- A Report on the Eighth International Conference.
- Author(s): Fredric T Howard
- 412 Pages
- Mathematics, Number Theory
- Series Name: Volume 8
Description
Book Synopsis
A Report on the Eighth International Conference. List of Contributors to this Proceedings. Foreword. The Organizing Committees. List of Contributors to the Conference. Introduction. On the Generalized Binomial Coefficients Defined by Strong Divisibility Sequences; S. Ando, D. Sato. On Triangles and Squares Marked with Goldpoints-Studies of Golden Tiles; V.K. Anatassova, J.C. Turner. Multivariate Pascal Polynomials or order K with Probability Applications; D.L. Antzoulakos, A.N. Philippou. Fibonacci Planes and Spaces; K.T. Atanassov, A.G. Shannon. The Smallest Positive Integer Having Fk Representations as Sums of Distinct Fibonacci Numbers; M. Bicknell-Johnson. The Zeckendorf-Wythoff Array Applied to Counting the Number of Representations of N as Sums of Distinct Fibonacci Numbers; M. Bicknell-Johnson. Composing with Sequences: ...Cut is it Art? J.A. Biles. Invariants for Linear Recurrences; M. Caragiu, W. Webb. Base 10 Rats Cycles and Arbitrarily Long Base 10 Rats Cycles; C. Cooper, R.E. Kennedy. Quintics x5 - 5x - k, the Golden Section, and Square Lucas Numbers; M. Elia, P. Filipponi. The Pascal-De Moivre Moments and their Generating Functions; L. Ericksen. Investigating Special Binary Sequences with some Computer Help; D.C. Fielder, C.O. Alford. Integration Sequences of Jacobsthal and Jacobsthal-Lucas Polynomials; P. Filipponi, A.F. Horadam. A Property of the Unit Digits of Recursive Sequences; H.T. Freitag, et al. On General Divisibility of Sums of Integral Powers of the Golden Ratio; H.T. Freitag, D.C. Fielder. Sylvester's Algorithm and Fibonacci Numbers; H.T. Freitag, G.M. Phillips. On the Characteristic Polynomial of the J-TH Order Fibonacci Sequence; G.W. Grossman and S.K. Narayan. Quasi Morgan-Voyce Polynomials and Pell Convolutions; A.F. Horadam. On a Symptotic Maximality of the Fibonacci Tree; Y. Horibe. Generalizations of a Fibonacci Identity; F.T. Howard. Some Generalizations of Wolstenholme's Theorem; W.A. Kimball and W.A. Webb. Card Sorting Related to Fibonacci Numbers; C. Kimberling. On the Inhomogeneous Geometric Line-Sequence; J. Lee. Fibonacci Numbers of the Form k2 + k + 2; F. Luca. On Certain Polynomials of Even Subscripted Lucas Numbers; R.S. Melham. On the Rank of Appearance of Lucas Sequences; S. Müller. Algorithmic Simplification of Reciprocal Sums; S. Rabinowitz. Solved and Unsolved Problems on Pseudoprime Numbers and their Generalizations; A. Rotkiewicz. Some Relationships among Vieta, Morgan-Voyce and Jacobsthal Polynomials; A.G. Shannon, A.F. Horadam. Special Multipliers of Lucas Sequences Modulo pr; L. Somer. Digital Halftoning Using Error Diffusion and Linear Pixel Shuffling; J. Szybist and P.G. Anderson. On Vector Sequence Recurrence Equations in Fibonacci Vector Geometry; J.C. Turner. Constructing Identities Involving Kth-Order F-L Numbers by using The Characteristic Polynomial; C. Zhou. Subject Index.Dimensions (Overall): 9.21 Inches (H) x 6.14 Inches (W) x .94 Inches (D)
Weight: 1.66 Pounds
Suggested Age: 22 Years and Up
Number of Pages: 412
Genre: Mathematics
Sub-Genre: Number Theory
Series Title: Volume 8
Publisher: Kluwer Academic Publishers
Format: Hardcover
Author: Fredric T Howard
Language: English
Street Date: November 30, 1999
TCIN: 1006473543
UPC: 9780792360278
Item Number (DPCI): 247-19-2763
Origin: Made in the USA or Imported
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Estimated ship dimensions: 0.94 inches length x 6.14 inches width x 9.21 inches height
Estimated ship weight: 1.66 pounds
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