karlwessel

Results 23 issues of karlwessel

The geometric product works like expected for the commonly used algebra with signature "-+++": ``` julia> using Grassmann julia> basis"-+++" (⟨-+++⟩, v, v₁, v₂, v₃, v₄, v₁₂, v₁₃, v₁₄, v₂₃,...

enhancement

This is my own try at fixing issue #121. It works by adding `sqrt` as a member function to `AffineScalarFunc` so that `numpy` knows how to calculate the square root...

Calculating the norm of a numpy array with uncertainties using numpy.linalg.norm throws an error which can be reproduced with the following MWE: ``` from uncertainties import unumpy import numpy a...

If I try to create a product distribution from a discrete distribution and a continuous distribution I get the following error: ``` julia> using Distributions julia> discrete = DiscreteUniform(1, 5)...

## Bug description `LaTeXStrings` are not rendered correctly when used with `renamer`. ## Steps to reproduce Normally `LaTeXStrings` are rendered correctly, like here: ``` using AlgebraOfGraphics using CairoMakie using LaTeXStrings...

### Problem Description When trying to link HIPIFY on Arch linux using LLVM from the arch package repository I get the following error when linking: ``` [100%] Linking CXX executable...

## Expected Behavior Since GZipped files are registered in `FileIO` to be opened with this library I would expect ``` using FileIO load("somezippedfile.gz") ``` or at least the streaming version...

**Describe the bug 🐞** When integrating a vector of symbolic expressions, for example `integrate([x])` the result is wrong. **Expected behavior** It should either throw an error because vectors are not...

bug

When using normal variables in an equation `symbolic_solve` works fine: ```julia julia> using Groebner julia> using Symbolics julia> @variables a b 2-element Vector{Num}: a b julia> symbolic_solve([1 + 5a, a...

The LaTeX-output of `latexify` for something with double subscripts does not compile. For example: ```julia julia> using Latexify julia> latexify(:(x[1:2][1]); index = :subscript) L"$x_{:\left( 1, 2 \right)}_{1}$" ``` The returned...