Fibonacci Numbers in Permutations
Fibonacci Numbers with the Lehmer Property
We show that if m > 1 is a Fibonacci number such that ϕ(m) | m-1, where ϕ is the Euler function, then m is prime
Fibonacci polynomials of order k, multinomial expansions and probability.
Fonction génératrice et congruences (application aux nombres de Bernoulli)
Formulas for sums of powers of integers by functional equations.
Frontière du fractal de Rauzy et système de numération complexe
Functorial concepts of complexity for finite automata.
Funzione generatrice e polinomi incompleti di Fibonacci e Lucas
I numeri incompleti di Fibonacci e di Lucas, introdotti da Filipponi (1996), sono entrambi generalizzati in forma di polinomi. Le loro funzioni generatrici ridondanti, naturali e condizionate sono stabilite attraverso serie formali di potenze. Le funzioni generatrici relative alle sequenze di numeri dovute a Pinter e Srivastava (1999) sono contenute come casi particolari.
Généralisation de la multiplication de Fibonacci
Generalization of a problem of Diophantus
Generalization of an identity involving the generalized Fibonacci numbers and its applications.
Generalized Catalan numbers and generalized Hankel transformations.
Generalized Cauchy determinants.
Generalized Eta-Functions and Certain Ray Class Invariants of Real Quadratic Fields.
Generalized Eulerian numbers combinatorial applications.
Generalized Pascal triangles and Toeplitz matrices.
Generalized Stirling numbers and polynomials.
Generating functions related to partition formulæ for Fibonacci numbers.
Greatest common divisors in shifted Fibonacci sequences.
Hecke operators and Lambert series.