Proof of George Andrews' and David Robbins' q-TSPP conjecture
(by Christoph Koutschan, Manuel Kauers, Doron Zeilberger)
On this webpage we give supplementary material which accompanies
A Proof of George Andrews' and David Robbins' q-TSPP conjecture
that has been published in February 2011 in the
Proceedings of the National Academy of Sciences (PNAS)
108(6) pp. 2196--2199.
In particular, we provide a Mathematica notebook
computations that are necessary to show that our proof is correct.
The explanations given there are aiming at a self-contained description
of all technical details of the proof.
We also provide the full certificates mentioned in our article.
The corresponding data files are bundled in the zip-archive
(915 MB disc space are needed after decompression). Make sure that these
files are stored in a directory such that Mathematica can find them.
They will be loaded at the appropriate positions in the notebook, then
consuming up to 7 GB each (according to Mathematica's ByteCount command).
The package HolonomicFunctions that is required for performing
the computations can be downloaded
qTSPP.nb (Mathematica 7.0 notebook, 677 kB)
qTSPP.nb.pdf (pdf screenshot of the notebook (if you don't have Mathematica), 695 kB)