论文标题
斐波那契序列的扩展Frobenius问题由斐波那契数增加
The extended Frobenius problem for Fibonacci sequences incremented by a Fibonacci number
论文作者
论文摘要
我们研究了$ \ {f_a+f_n \} _ {n \ in \ mathbb {n}} $的序列的扩展frobenius问题，其中$ \ {f_n \} _ {n \ in \ mathbb {n}} $是fibonacci sequence and a a和$ f_a $ f_a $ f_a结果，我们表明与这些序列相关的数值半群家族满足了WILF的猜想。
We study the extended Frobenius problem for sequences of the form $\{f_a+f_n\}_{n\in\mathbb{N}}$, where $\{f_n\}_{n\in\mathbb{N}}$ is the Fibonacci sequence and $f_a$ is a Fibonacci number. As a consequence, we show that the family of numerical semigroups associated to these sequences satisfies the Wilf's conjecture.
