A determinant evaluation conjectured by Roland Bacher
We evaluate the determinant of a matrix the entries of which are
certain binomial sums. This proves a conjecture of Roland Bacher.
The following versions are available:
Both, the determinant evaluation proved in this manuscript and the
conjectured one mentioned at the end of it, have found elegant proofs
in "Play time with determinants"
by Tewodros Amdeberhan
and Shalosh B. Ekhad.
Back to Christian Krattenthaler's