1) generalized Pell sequence
广义Pell数列
3) Pell sequence
Pell数列
1.
That the Pell sequence of first kind has only the square class(1,169);and the Pell sequence of second kind has no square classes was proven.
证明了 :第一类Pell数列仅有平方类 (1,16 9) ;第二类Pell数列没有平方
4) General Pell's equation
广义Pell方程
5) generalized Fibonacci sequence
广义Fibonacci数列
1.
General term and property of generalized Fibonacci sequence;
广义Fibonacci数列的通项及性质
2.
Generalized Fibonacci sequence and the rank of the matrix;
广义Fibonacci数列与矩阵的秩
3.
In this paper,generalized Fibonacci sequence is put forward.
推广Fibonacci数列为广义Fibonacci数列,研究了这种广义的Fibonacci数列的特性;利用一类差分方程问题的通解,进一步讨论了这种数列的前后项之比的收敛特征,说明第一类广义Fibonacci数列的前后项之比的极限仍然为黄金分
6) generalized Lucas sequences
广义Lucas数列
1.
Let P,Q∈N,and let {U_k},{V_k} be the generalized Lucas sequences with parameters P and Q.
设数列{Uk}和{Vk}是关于参数为P,Q的广义Lucas数列。
补充资料：广义fibonacci数列
数列｛an｝称为广义fibonacci数列,如果其满足
1）数列中各项皆为正整数，
2）an=an-1+an-2, n≥3。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条