Combinatorial sums and series involving inverses of binomial coefficients
T Trif - The Fibonacci Quarterly, 2000 - Taylor & Francis
T Trif
The Fibonacci Quarterly, 2000•Taylor & FrancisIn this note we deal with several combinatorial sums and series involving inverses of
binomial coefficients. Some of them have already been considered by other authors (see,
eg,[3],[4]), but it should be noted that our approach is different. It is based on Euler's well-
known Beta function defined by
binomial coefficients. Some of them have already been considered by other authors (see,
eg,[3],[4]), but it should be noted that our approach is different. It is based on Euler's well-
known Beta function defined by
In this note we deal with several combinatorial sums and series involving inverses of binomial coefficients. Some of them have already been considered by other authors (see, eg,[3],[4]), but it should be noted that our approach is different. It is based on Euler's well-known Beta function defined by
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