BohemianEigenvaluesPython VS rootsMapPython

Compare BohemianEigenvaluesPython vs rootsMapPython and see what are their differences.

BohemianEigenvaluesPython

By weightan
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rootsMapPython

Fractals made from complex roots of all possible polynomials of certain degree (12 - 24) and small set of complex coefficients (2 or 3), littlewood polynomials included (by weightan)
Fractal Fractals Roots complex-numbers affine-transformation complex-coefficients complex-roots littlewood-polynomial
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BohemianEigenvaluesPython rootsMapPython
1 2
1 5
- -
0.0 1.8
almost 3 years ago over 2 years ago
Python Python
MIT License -
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BohemianEigenvaluesPython

Posts with mentions or reviews of BohemianEigenvaluesPython. We have used some of these posts to build our list of alternatives and similar projects. The last one was on 2021-05-27.

rootsMapPython

Posts with mentions or reviews of rootsMapPython. We have used some of these posts to build our list of alternatives and similar projects. The last one was on 2021-05-27.

What are some alternatives?

When comparing BohemianEigenvaluesPython and rootsMapPython you can also consider the following projects:

Melvin.py - A user-friendly framework for building GPU-accelerated spectral simulations of 2-dimensional computational fluid dynamics problems.

cvnn - Library to help implement a complex-valued neural network (cvnn) using tensorflow as back-end

fractal-jax - Generate images of the Julia and Mandelbrot sets with Jax.

numberphile-chaosgame - Recreation & the Extension of the behaviour shown in Numberphile's "Chaos Game"

BohemianEigenvaluesPython vs Melvin.py rootsMapPython vs Melvin.py rootsMapPython vs cvnn rootsMapPython vs fractal-jax rootsMapPython vs numberphile-chaosgame