摘要
设P,q为正整数,Lucas序列Un+2=PUn+1+q Un,U1=1,U2=p;Vn+2=PVn+1+q Vn,V0=2,V1=p,本文得到系数为Lucas数孪生幂级数定理与几组孪生恒等式.
Let Un and Vn be Lucas number, p and q be positive integer numbers with recursive relation：Un＋2=PUn＋1＋qUn,U1=1,U2=P;Vn＋2=PVn＋1＋qVn,V0=2,V1=p.A theorem of twin power series and a group of twin identities are obtained.
出处
《洛阳师范学院学报》
2006年第5期32-34,共3页
Journal of Luoyang Normal University
