2D Graphics Generated by the Wolfram Language
This page contains a number of examples of 2D graphics
created in the Wolfram Language. Click on the thumbnail to view a full-sized
version.
|
 |
10,000 Earthquakes 10,000 Earthquakes. Data can be imported and then combined with Graphics primitives to create a meaningful representation. Created by Jeff Bryant (jeffb@wolfram.com) |
|
 |
Astronomical Image Reduction Astronomical image reduction. Mathematica can be used to process raw astronomical image frames in preparation for data extraction. Created by Jeff Bryant (jeffb@wolfram.com) |
|
 |
Antialiasing Graphics Antialiasing of graphics can be acheived using ListConvolve on rasterized graphics. Antialiasing code written by Chris Hill |
|
 |
Stellar Light Curve and Eclipses 2D data is plotted in this light curve of a binary star system that reveals two adjacent eclipses. |
|
 |
Lagrange Points of a Binary Star System This shows the Lagrange points of a binary star system. Created by Jeff Bryant (jeffb@wolfram.com) |
|
 |
Stochastic Nonlinear Oscillator In this graphic created by John Jowett and Krzysztof Goral at CERN, the colours of the dots contain information about the time-evolution of a stochastic nonlinear oscillator, part of a particle tracking system. |
|