kwertzzz
Joined 8 years ago
Joined 8 years ago
These sensors (based on thermal resistance) for example have an accuracy of 0.2 °C under typical conditions [1].
[1] https://www.ti.com/lit/ds/symlink/tmp1826.pdf?ts=17427997638...
If you change the locale to an uninstalled one, then yes. But if the locale is installed, then I don't see a problem.
echo $LANG
# output: en_US.UTF-8
touch fusée.txt
LANG=fr_FR.UTF-8 ls
# output: 'fus'$'\303\251''e.txt'
sudo locale-gen fr_FR.UTF-8
sudo update-locale
LANG=fr_FR.UTF-8 ls
# output: fusée.txt
Are you maybe using non-UTF-8 locale?
> A majority of Python projects use a scheme that resembles semantic versioning. However, most projects, especially larger ones, do not strictly adhere to semantic versioning, since many changes are technically breaking changes but affect only a small fraction of users...
[0] https://github.com/pydata/xarray/issues/6176
[1] https://numpy.org/doc/stable/dev/depending_on_numpy.html
[2] https://packaging.python.org/en/latest/discussions/versionin...
I made some simple 2D Navier-Stokes solver here where you can use the mouse to draw a section of a wing:
https://alexander-barth.github.io/FluidSimDemo-WebAssembly/
The color represents the pressure (I should add a proper color bar!)
1. free/gratis Linux distribution
2. long support (~ 10 years)
3. not needing to contribute (as a community)
It seems that we can only pick two from this list (even a distribution with short support cycle needs community).
It can give people also a second change to notice, e.g. the typo in the package name.
https://www.tandfonline.com/doi/pdf/10.4169/amer.math.monthl...
But this time not with complex numbers.
I would be genuinely interested what are the inconsistency from a Python-perspective.
I am former Matlab/Octave user. To me the julia interface of matplotlib is actually quite nice to use, but unfortunately the installation is a bit brittle.
https://alexander-barth.github.io/FluidSimDemo-WebAssembly/
But here the wasm code does only the number crunching. The visualization (and memory allocation) is all done in javascript.
julia> X = [1.,2.,3.]; f=sin;
julia> @. X = f(2 * X^2 + 6 * X^3 - sqrt(X))
A useful macro is @. which allows you to write "@. A * B * C" instead of "A .* B .* C". Also the macro avoid the creation of an intermediate vector with A times B.