论文标题
fibonacci编号的Cassini，D'Ocagne和Vajda身份
Cassini, d'Ocagne, and Vajda identities for n-step Fibonacci numbers
论文作者
论文摘要
本文的结果涉及我们在论文\ cite {jan}中定义的$ n $确定因素。在论文\ cite {jabo}中，考虑了$ 2 $ - 确定的人。在本文中，我们通过证明Cassini，d'Ocagne，catalan和Vajda身份可以扩展以持有$ n $ n $ step fibonacci的数字，从而从$ n $ - 确定者上扩展了结果。
Results of this paper concern $n$-determinants which we defined in the paper \cite{jan}. In the paper \cite{jabo}, $2$-determinants are considered. In this paper, we extend results from \cite{jabo} on $n$-determinants by proving that Cassini, d'Ocagne, Catalan and Vajda identities may be extended to hold for $n$-step Fibonacci numbers.
