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Jun 13 at 16:47 vote accept Lorenzo Alvarado
Jun 13 at 14:17 answer added Andreas timeline score: 2
Jun 13 at 12:26 comment added Andreas The questions asks for the finite q-Pochhammer symbol $(q ; q)_n$. You'll find lots of references about that, a very nice one is "Basic Hypergeometric Series" (2004) by George Gasper and Mizan Rahman, which has the corresponding q-series theory, and lots of formulae on q-Pochhammer symbols in the appendix.
Jun 13 at 0:42 history edited RobPratt
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Jun 12 at 23:52 comment added Qiaochu Yuan As far as I know the pentagonal number theorem only tells you the first $n+1$ coefficients of the finite product and no more.
S Jun 12 at 23:21 history suggested JAG131 CC BY-SA 4.0
Fixed a very small (but substantial) typo in the equation.
Jun 12 at 23:20 review Suggested edits
S Jun 12 at 23:21
Jun 12 at 23:15 comment added JAG131 Have you tried PMI by chance? It may be a little bit tedious, but this seems like an instance where it could be very effective.
Jun 12 at 23:12 history asked Lorenzo Alvarado CC BY-SA 4.0