제 목 : A representation and some properties for k-Fibonacci sequences, (dvi) , (ps), (PDF)

  by J.-S. Kim, G.-Y. Lee, S.-G. Lee*

초 록 : The  k-Fibonacci sequence, g_{n}^{(k)} is defined as  g_{1}^(k)  = cdots = g_{k-2}^{k)} = 0, g_{k-1}^(k)  = g_{k}^{k)} = 1  and for n > k >=2, g_{n}^{(k)} = g_{n-1}^(k)  + g_{n-2}^{k)} + cdots + g_{n-k}^(k) .

  In this talk, we give a combinatorial representation of g_{n}^(k) and introduce some properties for k-Fibonacci sequence.

 

 

 

   

JAVA 와  Matrix

 이상구 (성균관대)   

 http://matrix.skku.ac.kr/sglee/

Contents

 

 

                anib11.gif 4차행렬 계산 자바 스크립트 (1), (2), (3), (4)   by Sang-Gu Lee