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## Hello, I am looking to join a team to contribute & participate.
I am an enthusiast self taught python programmer, passionate about all things geometry, in particular projective geometry and geom…
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sage-4.8 gives the following:
```
sage: R. = PolynomialRing(QQ, 2)
sage: K. = FractionField(R)
sage: R. = PolynomialRing(K, 3)
sage: f = a*(x^3 + y^3 + z^3) + b*x*y*z
sage: E = Curve(f)
sage: type(…
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i think the `up` and `down` methods of `conformalize()` should take/return vectors in the different algebras:
* `up` should operate on vectors in ga, and
* `down` should operate on vectors in cg…
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When porting [Klein](https://github.com/jeremyong/klein) (a highly optimized C++ library for doing 3D projective geometric algebra) to [Klein#](https://github.com/Ziriax/KleinSharp) (a C# .NET Core 3+…
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Hello, I am interested in exploring the concept of periodicity in art and mathematics, and I have a specific idea that I would like to formalize and express mathematically. My idea is based on the con…
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## About the author
I am Endre, a data scientist in academia - sort of a research software engineer. Most of my current work deals with statistics, programming, complexity and scaling but I think I…
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Can we give a pointwise definition of flat maps between (affine) schemes?
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# Burnside's Lemma and Pólya Enumeration Theorem
It is used to count/find combinatorial objects (i.e. equivalence classes or orbits) associated with symmetry groups.
It is a result in group the…
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Mathematics for the adventurous self-learner | Neil Sainsbury
https://ift.tt/37UtjuI
Neil Sainsbury
For over six years now, I've been studying mathematics on my own in my spare time - working my …
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From APUPA created by [bertanimauro](https://github.com/bertanimauro): bertanimauro/APUPA#4
e varietà dei polinomi. Scopo è trasformare frasi in polinomi e poi fare calcoli sui polinomi.
Base stud…