Volume 9 |
Number 3 |
May 1971 |
Morton Abramson
Combinations, Compositions and Occupancy Problems
| 225 |
    
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[Part 2]
T. Antony Davis
Why Fibonacci Sequence for Palm Leaf Spirals?
| 237 |
    
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A. F. Horadam
Pell Identities
| 245 |
    
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[Part 2]
T. Antony Davis and T. K. Bose
Fibonacci System in Aroids
| 253 |
    
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J. E. Walton and A. F. Horadam
Some Properties of Certain Generalized Fibonacci Matrices
| 264 |
    
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André Gougenheim
About the Linear Sequence of the Integers Such That Each Term is the Sum of the Two Preceding
| 277 |
    
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[Part 2]
Max Rumney and E. J. F. Primrose
Relations Between a Sequence of Fibonacci Type and the Sequence of its Partial Sums
| 296 |
    
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A. G. Shannon and A. F. Horadam
Reciprocals of Generalized Fibonacci Numbers
| 299 |
    
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[Part 2]
A. G. Shannon and A. F. Horadam
A Generalized Pythagorean Theorem
| 307 |
    
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W. Jentsch
On an Initial-Value Problem for Linear Partial Difference Equations
| 313 |
    
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D. Mangeron, M. N. Oguztorelli, and V. E. Poterasu
On the Generation of Fibonacci Numbers and the "Polyvibrating" Extension of These Numbers
| 324 |
    
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[Part 2]
[Part 3]
C. C. Cadogan
On Partly Ordered Partitions of a Positive Integer
| 329 |
    
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Corrigenda
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