BEBERAPA IDENTITAS UNTUK PENJUMLAHAN TERHINGGA DARI RECIPROCAL BILANGAN FIBONACCI

Abstract

This article discusses the identities of finite sum of the reciprocal and reciprocal square Fibonacci numbers with two, three or four functions of sums of the Fibonacci numbers. The sum solution is found by using floor function with mn Fibonacci numbers for any value of m and n which are even and odd integers. The sum is proven by using the combination of some propositions of reciprocal and reciprocal square Fibonacci numbers. This article is a review of the article Wang and Wen [Journal of Inequalities and Applications, 73 (2015), 1-13].