Expansion of Product_{m>=1} (1 + q^m)^m; number of partitions of n into distinct parts, where n different parts of size n are available.
Discussion
Wed Nov 05
15:21
OEIS Server: https://oeis.org/edit/global/3061
Discussion
Mon Sep 30
04:31
Mark Daniel Ward: Just FYI, Peter Luschny published our (identical) changes to A107742.
I hope that these proposed changes to A026007 can be approved now.
Discussion
Sun Sep 29
15:30
Mark Daniel Ward: Does this look better? Stefano, thank you very much for your guidance!
Discussion
Sun Sep 29
15:24
Stefano Spezia: Yes. It is better to keep arXiv version too
Discussion
Sun Sep 29
15:21
Mark Daniel Ward: Michel, thanks for your guidance!
I think that, if you go to the La Matematica page for the article:
https://doi.org/10.1007/s44007-024-00134-w
The download button will give the full pdf file. It is open access.
Question: You mentioned the 1st bullet of:
https://oeis.org/wiki/Style_Sheet#Links
Are you wanting us to keep the link to the arXiv version too? Is that your meaning?
I welcome your guidance and really appreciate your feedback. Thank you very much!
Discussion
Sun Sep 29
14:44
Mark Daniel Ward: There are 20 more sequences that need a similar change, please:
https://oeis.org/A028342
https://oeis.org/A192065
https://oeis.org/A168243
https://oeis.org/A280473
https://oeis.org/A280540
https://oeis.org/A280541
https://oeis.org/A280486
https://oeis.org/A048172
https://oeis.org/A280487
https://oeis.org/A318413
https://oeis.org/A318414
https://oeis.org/A318696
https://oeis.org/A048174
https://oeis.org/A058349
https://oeis.org/A305127
https://oeis.org/A318695
https://oeis.org/A318769
https://oeis.org/A174467
https://oeis.org/A318967
https://oeis.org/A318966
15:06
Michel Marcus: when I click in dowload pdf, nothing happens ...
and see 1st bullet of https://oeis.org/wiki/Style_Sheet#Links
