
I got this simularity matrix from http://tomcat.esat.kuleuven.be/txtgate/tutorial.jsp. This type of map is helpful in gene mapping and in determination of particular organisms.
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10
C1 1.000
C2 0.274 1.000
C3 -0.134 -0.269 1.000
C4 0.201 -0.153 0.075 1.000
C5 -0.129 -0.166 0.278 -0.011 1.000
C6 -0.095 0.280 -0.348 -0.378 -0.009 1.000
C7 0.171 -0.122 0.288 0.086 0.193 0.002 1.000
C8 0.219 0.242 -0.380 -0.227 -0.551 0.324 -0.082 1.000
C9 0.518 0.238 0.002 0.082 -0.015 0.304 0.347 -0.013 1.000
C10 0.299 0.568 0.165 -0.122 -0.106 -0.169 0.243 0.014 0.352 1.000
This is an example of a random correlation matrix. These are common in scientific studies. There are two triangles in a correlation matrix
but that would be redundant to add since they are mirror images of one another.

The airplanes will be represented with three broken lines connecting the X, Y, Z positions of each airplane. In addition, a fourth parallel coordinate representing time is provided. (We will show only three times associated with the initial time and the times the red airplane appears to cross the trajectories of the other two.) Y-axis values represent some physical position and time measures. I found this at http://www.caip.rutgers.edu/~peskin/epriRpt/ParallelCoords.html








This animation shows change in global climate. The animation stopped when I captured the image. This extremely overly long link shows many animations dealing with global climate.
