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Re: [calc] what happened to a i ???
From: |
boffi |
Subject: |
Re: [calc] what happened to a i ??? |
Date: |
Tue, 14 Mar 2017 09:29:24 +0100 |
User-agent: |
Gnus/5.13 (Gnus v5.13) Emacs/25.1 (gnu/linux) |
boffi <giacomo.boffi@gmail.com> writes:
> Do I have to set some variable to get back the old behavior of calc?
I have found that calc has a *Trace* buffer mechanism...
old XEmacs, old calc
| 1 Integrating sin(X) sin(2 X)...
| 1 Found 2:3 sin(X)^3 => 2:3 sin(X)^3
| 1 Integral of sin(X) sin(2 X) is 2:3 sin(X)^3
|
|
| Begin rewriting
| 2:3 sin(X)^3
|
| (Phase 1)
|
| Done rewriting:
| 2:3 sin(X)^3
Emacs 25, its calc
| 1 Integrating sin(X) sin(2 X)...
| 1 Found cancelled => cancelled
| 1 Simplifying... no change
| 1 Integrating by substitution, u = 2 X
| 2 Integrating sin(X / 2) sin(X) / 2...
| 2 Found cancelled => cancelled
| 2 Simplifying... simplified
| 3 Integrating sin(X) sin(X / 2) / 2...
| 3 Found cancelled => cancelled
| 4 Integrating sin(X) sin(X / 2)...
| 4 Found cancelled => cancelled
| 4 Integral of sin(X) sin(X / 2) is nil
| 3 Integral of sin(X) sin(X / 2) / 2 is nil
| 2 Integral of sin(X / 2) sin(X) / 2 is nil
| 2 Integrating 1:2 sin(X / 2) sin(X)...
| 2 Found cancelled => cancelled
| 2 Simplifying... simplified
| 3 Integrating sin(X) sin(X / 2) / 2...
| 3 Found cancelled => cancelled
| 4 Integrating sin(X) sin(X / 2)...
| 4 Found cancelled => cancelled
| 4 Integral of sin(X) sin(X / 2) is nil
| 3 Integral of sin(X) sin(X / 2) / 2 is nil
| 2 Integral of 1:2 sin(X / 2) sin(X) is nil
| 1 Integrating by substitution, u = sin(X)
it seems that the old calc has more canned results under its belt,
but of course I may be wrong...
yours
g