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The simplification of `cos(arccot(x)` is according to [wikipedia](https://en.wikipedia.org/wiki/Inverse_trigonometric_functions#Relationships_between_trigonometric_functions_and_inverse_trigonometric_…
hr87 updated
7 months ago
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A compiler from [monte](http://monte.readthedocs.io/en/latest/) to rholang could ease the transition from the community of programmers familiar with python and the like.
_filed on behaof of @dckc_
…
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@efrenruiz and I have some modifications/additions to the MVT section to propose.
First, we have written up the results of Sean's two videos on the corollaries of the MVT as a theorem, and placed …
grady updated
2 months ago
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Here are a variety of integrals for which Maxima should not have to interact to ask about assumptions, but does.
Component: **calculus**
_Issue created by migration from https://trac.sagemath.org/…
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This symbolic double integral works fine:
```
sage: var('x,y')
(x, y)
sage: integral(integral(1, (y, 0, sqrt((1-x^2)/2))), (x,0,1))
1/8*sqrt(2)*pi
```
but the analogous triple integral breaks:
```…
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This would be a clever way to exploit symmetry...
The question is, how much performance can we gain (by measuring, say, [Einstein's Field Equations](https://github.com/sicmutils/sicmutils/blob/c05f…
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```
Hi,
I have tried to use nsum() for some cosine series, like: cos(nx)/(n^2)
however it doesn't work for x=pi*0.05. All methods produce wrong result with
fixed error.
The reason is wrong stopping …
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This integral evaluates to 0 when it should be `2*pi`:
```python
In [16]: i = Integral(sin(x)*atan2(sin(x), cos(x)), (x, -pi, pi))
In [17]: i
Out[17]:
π
⌠ …
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In the branch graphFun, I've added a function graphFun() which:
* allows limits to be set using the variables in the formula. So, for `t^2 ~ t`, acceptable limit arguments are t = c(0,10), tlim = c…
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Archive of removed doctests testing the `abs_integrate` Maxima package (removed with #12731).
```
sage: y = function('y')
sage: integrate(…