On some series involving the binomial coefficients $\binom{3n}{n}$

Using a simple transformation, we obtain much simpler forms for some series involving binomial coefficients $(\binom{3 n}{n})$ derived by Necdet Batir. New evaluations are given; and connections with Fibonacci numbers and the golden ratio are established. Finally, we derive some Fibonacci and Lucas series involving the reciprocals of $(\binom{3 n}{n})$ .

On some series involving the binomial coefficients $(\binom{3 n}{n})$

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On some series involving the binomial coefficients $(\binom{3 n}{n})$

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On some series involving the binomial coefficients (3nn)(n3n​)

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On some series involving the binomial coefficients (3nn)(n3n​)

文献摘要

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|讲解博客

|AI智能校验

On some series involving the binomial coefficients $(\binom{3 n}{n})$

讲解博客

AI智能校验

On some series involving the binomial coefficients $(\binom{3 n}{n})$

讲解博客

AI智能校验