Fibonacci's multiplicative sequence
@article{Falcn2003FibonaccisMS, title={Fibonacci's multiplicative sequence}, author={Sergio Falc{\'o}n}, journal={International Journal of Mathematical Education in Science and Technology}, year={2003}, volume={34}, pages={310 - 315} }
The aim of this work is to consider a sequence in which each term is obtained by multiplying both previous terms. This sequence is similar to Fibonacci's sequence but with some particularities that will be proved and verified.
4 Citations
A new family of k- Gaussian Fibonacci numbers
- Mathematics
- 2019
In this manuscript, a new family of k- Gaussian Fibonacci numbers has been identified and some relationships between this family and known Gaussian Fibonacci numbers have been found. Also, I the…
The Fibonacci number of Fibonacci trees and a related family of polynomial recurrence systems
- Mathematics
- 2005
Fibonacci trees are special binary trees which are of natural interest in the study of data structures. A Fibonacci tree of order n has the Fibonacci trees of orders n− 1 and n− 2 as left and right…
References
SHOWING 1-3 OF 3 REFERENCES
A Fibonacci generalization and its dual
- Mathematics
- 2000
An interesting dual sequence for the Fibonacci sequence is presented in which the consecutive terms are constructed via multiplication of the preceding terms, instead of addition. Well-known results…
The duality principle in teaching arithmetic and geometric series
- Mathematics
- 1978
The use of the same principle in different settings and in different branches of mathematics always provides reinforcement for the benefit of all the branches concerned. We could, thus, have at our…
An Introduction to the Theory of Statistics
- MathematicsNature
- 1911
1 probability 2 Random variables, distribution functions, and expectation 3 Special parametric families of univariate distributions 4 Joint and conditional distributions, stochastic independence,…