Generalized Fibonacci numbers and Bernoulli polynomials

Anthony G. Shannon, Ömür Deveci, Özgűr Erdağ
2019 Notes on Number Theory and Discrete Mathematics  
Relationships, in terms of equations and congruences, are developed between the Bernoulli numbers and arbitrary order generalizations of the ordinary Fibonacci and Lucas numbers. Some of these are direct connections and others are analogous similarities.
doi:10.7546/nntdm.2019.25.1.193-198 fatcat:gikwichgl5clvbjtptezinelva