Derivative Sequences of Fibonacci and Lucas Polynomials

Author:

Filipponi Piero,Horadam Alwyn F.

Publisher

Springer Netherlands

Reference6 articles.

1. Bicknell, M. “A Primer on the Pell Sequences and Related Sequences.” The Fibonacci Quarterly 13, 4 (1975): pp. 345–349.

2. Di Porto, A. and Filipponi, P. “A Probabilistic Primality Test Based on the Properties of Certain Generalized Lucas Numbers.” in Lecture Notes in Computer Science, 330, pp. 211–223. Berlin: Springer-Verlag, 1988.

3. Filipponi, P. and Horadam, A. F. “A Matrix Approach to Certain Identities.” The Fibonacci Quarterly 26, 2 (1988): pp. 115–126.

4. Gauthier, N. “Derivation of a Formula for $$ {\sum r ^k}{x^r} $$ . ”The Fibonacci Quarterly 27, 5 (1989): pp. 402–408.

5. Hoggatt, V. E. Jr., Fibonacci and Lucas Numbers. Boston: Houghton Mifflin, 1969.

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