Title of article :
A bijective proof of Riordanʹs theorem on powers of Fibonacci numbers
Author/Authors :
ANDREJ DUJELLA and CLEMENS FUCHS، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 1999
Abstract :
Let Fk(x) = σn = 0∞ Fnkxn. Using the interpretation of Fibonacci numbers in the terms of Morse codes, we give a bijective proof of Riordanʹs formula where Lk = Fk + Fk−2, and αkj is defined by means of
Keywords :
Fibonacci numbers , Cassiniיs identity , Generating function , Morse codes , Lucas numbers
Journal title :
Discrete Mathematics
Journal title :
Discrete Mathematics
