Sum of Product of Reciprocals of Fibonacci Numbers

Nag, Kappagantu Prudhavi (2015) Sum of Product of Reciprocals of Fibonacci Numbers. MSc thesis.



Fibonacci numbers are the number sequences which follow the linear mathematical recurrence๐น0 = 0, ๐น1 = 1 and ๐น๐‘› = ๐น๐‘›โˆ’1 + ๐น๐‘›โˆ’2 ๐‘› โ‰ฅ 2. In this work, we study certain sum formulas involving products of reciprocals of Fibonacci numbers. Sum formulas with alternating signs are also studied

Item Type:Thesis ( MSc)
Uncontrolled Keywords:Fibonacci numbers, Reciprocal sum, Binet form
Subjects:Mathematics and Statistics > Applied Mathematics
Divisions: Sciences > Department of Mathematics
ID Code:7297
Deposited By:Mr. Sanat Kumar Behera
Deposited On:20 Apr 2016 14:33
Last Modified:20 Apr 2016 14:33
Supervisor(s):Panda, G K

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