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This illustrates the wrong plotting:
```python
sage: D = HyperbolicPlane().PD()
sage: a = 0
sage: b = 1e-15 + 0.7*I
sage: geodesics = [
....: D.get_geodesic(a, b),
....: D.get_geodesic(CC(a…
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The second chapter of the project is focused on a deep review of the geometry, solutions and singularities of the Lambert's problem. Main references for this chapter are:
* Introduction to the theo…
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Currently, most files in the repository are .blend files. .blend files are binary files, and as a result are opaque to merge conflicts and a hell to maintain. In order for the project to stably grow, …
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I have an examples where 'intersectPoints' unaccountably fails to find an intersection point that must exist by the Jordan Curve Theorem. I've attached an example with two explicit paths.
[bug.zip](h…
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#22760 added support for `__matmul__` in the coercion model.
We should start using it.
First step: Review the semantics of this operator in major Python software for matrix and tensor computation …
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If my question on drawing a hyperbolic tessellation https://github.com/geoopt/geoopt/issues/205 is too involved, a simpler thing to do, which ChatGPT still is unable to figure out, is how to draw a si…
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I just asked [How to "move" or "traverse" the hyperbolic tessellation in MagicTile?](https://stackoverflow.com/questions/75173044/how-to-move-or-traverse-the-hyperbolic-tessellation-in-magictile) on S…
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It could be useful to have some spherical geometry (read: geometry on the Earth surface).
In [this pull request](https://github.com/rafaqz/Rasters.jl/pull/508) I implemented a formula to calculate…
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We need a set of methods like the current hyperboloid methods, but for S^3.
My main question: Do we want to try to mash this all into one shader, or do we want a separate shader for the spherical (…
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We'd like to model a thin surface layer on a star in 2d spherical geometry (r, theta) with phi axisymmetry. Here theta is the angle from the +z axis.
The geometry should look like the attached:
…