History of Bernoulli numbers

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when	who	what
2026-09-01 22:14	bmatschke	attach each link to the name it follows, so the name is the link	current
2026-08-27 09:46	bmatschke with claude-opus-5 interactive	the link to the family published today
2026-08-14 21:29	bmatschke migration	how well the digits are known: exact (type Q)
2026-08-13 22:04	bmatschke migration	how well the digits are known: exact (type Q)
2026-08-09 09:10	flattening migration	entries rewritten as records with named parameters
2026-08-09 08:33	data-repository import migration	the current state of the data repository	reviewed
2021-06-14 12:38	bmatschke data-repository@c7b36095	from the data repository, c7b36095
2021-03-26 15:32	bmatschke data-repository@09dc0c2b	from the data repository, 09dc0c2b
2021-03-04 19:49	bmatschke data-repository@7c8d1063	from the data repository, 7c8d1063
2021-03-03 05:38	bmatschke data-repository@0729425f	from the data repository, 0729425f
2021-03-03 03:36	bmatschke data-repository@a5bf173d	from the data repository, a5bf173d

What changed between 2026-08-27 09:46 and 2026-09-01 22:14

from line 12 (5 lines) @@ -12,5 +12,5 @@

     polynomial HREF{Bernoulli_polynomials}. The polynomials are what sums of powers     are written in: $\sum_{k<m} k^{n} = \frac{B_{n+1}(m) - B_{n+1}}{n+1}$. Their companion-    family, the Euler polynomials HREF{Euler_polynomials}, does the same for alternating+    family, the HREF{Euler_polynomials}[Euler polynomials], does the same for alternating     sums.' Formulas: