Note on Doron Zeilberger's paper: ${5 \choose 2}$ proofs that ${n \choose k} \leq {n \choose {k+1}}$ if $k < n/2$

Details Note on Doron Zeilberger's paper: ${5 \choose 2}$ proofs that ${n \choose k} \leq {n \choose {k+1}}$ if $k < n/2$ Note on Doron Zeilberger's paper: ${5 \choose 2}$ proofs that ${n \choose k} \leq {n \choose {k+1}}$ if $k < n/2$

2010-04-16

arxiv.org/abs/1004.2759v1

Mathematics

Combinatorics

Scientific paper

We present yet another algebraic proof of the unimodality of the binomial
coefficients.

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