Volume 13 |
Number 2 |
April 1975 |
L. Carlitz
Fibonacci Notes--4: q-Fibonacci Polynomials
| 97 |
    
Full text
Paul S. Bruckman
A General Identity for Multisecting Generating Functions
| 103 |
    
Full text
Paul S. Bruckman
A Formula for An2(x)
| 105 |
    
Full text
Joseph Arkin and V. E. Hoggatt, Jr.
The Generalized Fibonacci Number and Its Relation to Wilson's Theorem
| 107 |
    
Full text
Delano P. Wegener and Joseph A. Wehlen
Pythagorean Triangles -- Abstract
| 110 |
    
Full text [Part 1]
[Part 2]
Paul F. Byrd
Relations Between Euler and Lucas Numbers
| 111 |
    
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G. E. Bergum and V. E. Hoggatt, Jr.
Sums and Products for Recurring Sequences
| 115 |
    
Full text
L. Carlitz
Some Identities of Bruckman
| 121 |
    
Full text
Henry W. Gould
Formal Proof of Equivalence of Two Solutions of the General Pascal Recurrence
| 127 |
    
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L. Carlitz
Note on Some Generating Functions
| 129 |
    
Full text
C. K. Wong and T. W. Maddocks
A Generalized Pascal's Triangle
| 134 |
    
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V. E. Hoggatt, Jr. and Krishnaswami Alladi
Generalized Fibonacci Tiling
| 137 |
    
Full text
Brother Alfred Brousseau
A Least Integer Sequence Investigation
| 145 |
    
Full text [Part 1]
[Part 2]
[Part 3]
H. L. Alder and Amin A. Muwafi
Identities Relating the Number of Partitions into an Even and Odd Number of Parts
| 147 |
    
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D. H. Lehmer
Fibonacci and Related Sequences in Periodic Tridiagonal Matrices
| 150 |
    
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H. J. A. Sallé
A Maximum Value for the Rank of Apparition of Integers in Recursive Sequences
| 159 |
    
Full text
V. E. Hoggatt, Jr. and John W. Phillips
Fibonacci and Lucas Sums in the r-Normal Triangle -- Abstract
| 161 |
    
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Sam Lindle
Exponential Modular Identity Elements and the Generalized Last Digit Problem
| 162 |
    
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Alexander G. Abercrombie
Letter to the Editor
| 171 |
    
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James M. Mann
Signed b-Adic Partitions
| 174 |
    
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Ada Booth
Idiot's Roulette Revisited
| 181 |
    
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Letter to the Editor [Part 1]
[Part 2]
Edited by Raymond E. Whitney
Advanced Problems and Solutions
| 185 |
    
Full text
Edited by A. P. Hillman
Elementary Problems and Solutions
| 190 |
    
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