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1. GENERATE MATH ILLUSTRATIONS PDF
2. GENERATE MATH ILLUSTRATIONS UPDATE
3. GENERATE MATH ILLUSTRATIONS FULL
4. GENERATE MATH ILLUSTRATIONS CODE
5. GENERATE MATH ILLUSTRATIONS PLUS

Note that you do not need to have TeX installed, since Matplotlib ships its own TeX expression parser, layout engine, and fonts.

GENERATE MATH ILLUSTRATIONS FULL

One advantage of Matplotlib is that it has its own LaTeX subset parser, and thus dispenses a full LaTeX installation for mathematics as mentioned at : But there is even a draft pull request for it. In that example, we can see how I was unable to place the little circles above the plot as I would have wanted, showing how 3D is not perfect. For example, here's my attempt at a Bloch sphere illustration that I made for this other answer: As a result, the 3D interface is particularly clumsy and rather incomplete.īut you can get away with sometimes if your requirements are not too strict. It must be said that Matplotlib is not perfect for 3D however, as it does not support an OpenGL backend.

GENERATE MATH ILLUSTRATIONS CODE

And when it doesn't, it is often not hard to code it yourself and submit a patch.Ĭonsider for example this simple educational graph demo I've made:Īlso note that nothing in that demo is mandatory: you could easily rip off the axes or title for example. It must be said that since it's main focus is not illustration, sometimes you have to Google a bit for the solution, but one often exists, or at least a reasonable workaround.

GENERATE MATH ILLUSTRATIONS PLUS

I think the developer may have started giving the app some attention lately, but I have since moved on to GeoGebra (mentioned in other answers here) and my own graphics code.Īlthough Matplotlib's focus is on data plotting, it has become so featureful that you can generally produce good 2D illustrations with it.īeing written in Python is also a huge plus over domain specific languages like gnuplot.

MacOS made changes to AppleScript compatibility a couple of years ago while Smile wasn't being actively maintained, and the app became completely unusable.

GENERATE MATH ILLUSTRATIONS UPDATE

Update (10 years later!) Since the question was bumped by an edit, I thought I'd take the opportunity to amend this answer.

Nevertheless, the ability to describe a drawing precisely with a script is what I need, and it's what the app delivers. I always have lots of trouble navigating the online documentation, so I know I'm not getting the full benefit of the program. A fully-labeled illustration of the Euler Circle can be created with a few lines of script. Some example files show an amazing facility for geometric drawings: named points, marked angles, primitives for things like barycenter and circumcenter, TeX-styled labels, etc.

GENERATE MATH ILLUSTRATIONS PDF

And not to be confused with PDF utility company "Smile on My Mac") The views expressed are those of the author(s) and are not necessarily those of Scientific American.I've used Smile by Satimage on my Mac. Credit: Hamid Naderi Yeganeh 7,000 Circular Arcs 7,000 Circular Arcs. Credit: Hamid Naderi Yeganeh 8,000 Circular Arcs 8,000 Circular Arcs. Credit: Hamid Naderi Yeganeh 4,000 Line Segments 4,000 Line Segments. Credit: Hamid Naderi Yeganeh 8,000 Line Segments 8,000 Line Segments. Credit: Hamid Naderi Yeganeh 9,000 Circles 9,000 Circles. Credit: Hamid Naderi Yeganeh 10,000 Circles 10,000 Circles. Credit: Hamid Naderi Yeganeh 12,000 Circles 12,000 Circles. However, we can also use other mathematical functions. I believe they are the most useful functions to create such drawings. As you see, the trigonometric functions sine and cosine play the main role in these drawings. For example, the first image is created by drawing 14,000 circles. In each drawing, a few mathematical formulas have been used to determine thousands of shapes and their colors. Below you can see eight images with their mathematical descriptions. In this way, computer programs make a beautiful symmetrical image with thousands of simple shapes such as circles, line segments, ellipses, circular arcs, etc. In this post, I would like to share a simple way.

There are many different ways of using mathematics to create stunning drawings. For instance, we can generate many beautiful computer-generated images of Julia sets. A fractal-generating program can generate fractals using mathematical methods such as iterated functions systems. There are many computer programs that generate images of beautiful fractals. Fractal art is a great example of using computers to make stunning mathematical images. Computer programs enable us to create works of art with mathematical methods.