(50g) Bernoulli polynomials

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(50g) Bernoulli polynomials

12-29-2018, 05:54 PM

Post: #13

John Keith Offline

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Joined: Dec 2013

RE: (50g) Bernoulli polynomials

Indeed, I discovered this while comparing the speed of various programs to calculate exact (rational) values of harmonic numbers. Using the \GS (Sigma) function almost immediately returns a symbolic result like 'Psi(n) - Psi(1)'.

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Messages In This Thread

(50g) Bernoulli polynomials - peacecalc - 12-17-2018, 05:31 PM

RE: (50g) Bernoulli polynomials - DavidM - 12-17-2018, 06:07 PM

RE: (50g) Bernoulli polynomials - John Keith - 12-17-2018, 07:03 PM

RE: (50g) Bernoulli polynomials - DavidM - 12-17-2018, 08:37 PM

RE: (50g) Bernoulli polynomials - ttw - 12-17-2018, 09:17 PM

RE: (50g) Bernoulli polynomials - peacecalc - 12-17-2018, 10:03 PM

RE: (50g) Bernoulli polynomials - ijabbott - 12-17-2018, 11:58 PM

RE: (50g) Bernoulli polynomials - peacecalc - 12-22-2018, 11:06 PM

RE: (50g) Bernoulli polynomials - John Keith - 12-23-2018, 07:58 PM

RE: (50g) Bernoulli polynomials - peacecalc - 12-29-2018, 02:18 PM

RE: (50g) Bernoulli polynomials - Albert Chan - 12-29-2018, 03:52 PM

RE: (50g) Bernoulli polynomials - DavidM - 12-29-2018, 04:40 PM

RE: (50g) Bernoulli polynomials - John Keith - 12-29-2018 05:54 PM

RE: (50g) Bernoulli polynomials - peacecalc - 12-30-2018, 01:44 PM

RE: (50g) Bernoulli polynomials - ttw - 01-02-2019, 11:13 PM

RE: (50g) Bernoulli polynomials - peacecalc - 01-03-2019, 10:20 AM

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